Contents
 0.1 Scroll Down to find the latest (by date) Video Tutorial.
 0.2 The Final Class will be on Friday, June 12th, 2020
 0.3 All assignments must be submitted by June 17th, 2020.
 0.4 Booklets and Assignments
 0.5 Example Booklets – Click links to download.
 0.6 Assignments from “Example Booklets” – to be submitted for marks.
 0.7 Chapter 6 – Trigonometry
 0.8 Click on link below for Chapter 6a & 6b Booklets.
 0.9 6a Trigonometry Part 1 Example Booklet
 0.10 6b Trigonometry Part 2 Example Booklet
 0.11 Chapter 5 Exponents & Logarithms Examples Booklet
 0.12 Chapter 4 Example Booklet Combining Functions
 1 Friday, June 12th, 2020
 2 Thursday, June 11th, 2020
 3 Wednesday, June 10th, 2020
 4 Tuesday, June 9th, 2020
 4.1 Video Tutorial
 4.1.1 Learning Notes:
 4.1.2 Click on link below to view notes on combining transformation of Sinusoidal Function.
 4.1.3 Learning Notes for Lesson 6.6 Combining Transformation of Sinusoidal Functions
 4.1.4 1. Student Assessment:
 4.1.5 From: 6a Trigonometry Part 1 Example Booklet
 4.1.6 From Booklet: 6b Trigonometry Part 2 Example Booklet
 5 Monday, June 8th, 2020
 6 Friday, June 5th, 2020
 7 Thursday, June 4th, 2020
 8 Wednesday, June 3rd, 2020
 9 Tuesday, June 2nd, 2020
 10 Monday, June 1st, 2020
 11 Friday, May 29th, 2020
 12 Thursday, May 28th, 2020
 13 Wednesday, May 27th, 2020
 14 Notes on Arc Length
 15 Tuesday, May 2th, 2020
 16 Notes on Unit Circle, Reference Triangles, Trig. Ratios
 17 Monday, May 25th, 2020
 18 Notes on Unit Circle, Reference Triangles, Trig. Ratios
 19 Friday, May 22nd, 2020
 20 Notes on Unit Circle, Reference Triangles, Trig. Ratios
 21 Thursday, May 21st, 2020
 22 Wednesday, May 20th, 2020
 23 Tuesday, May 19th, 2020
 24 Tuesday, May 12th, 2020
 25 Friday, May 15th, 2020
 26 Thursday, May 14th, 2020
 27 Wednesday, May 13th, 2020
 28 Tuesday, May 12th, 2020
 29 Monday, May 11th, 2020
 30 Friday, May 8th, 2020
 31 Thursday, May 7th, 2020
 32 Wednesday, May 6th, 2020
 33 Tuesday, May 5th, 2020
 34 Monday, May 4th, 2020
 35 Friday, May 1st, 2020
 36 Thursday, April 30th, 2020
 37 Wednesday, April 29th, 2020
 38 Tuesday, April 28th, 2020
 39 Monday, April 27th, 2020
 40 Friday, April 24th, 2020
 41 Thursday, April 23rd, 2020
 42 Wednesday, April 22nd, 2020
 43 Tuesday, April 21st, 2020
 44 Monday, April 20th, 2020
 45 Friday, April 17th, 2020
 46 Thursday, April 16th, 2020
 47 Wednesday, April 15th, 2020
 48 Tuesday, April 14th, 2020
 49 Monday, April 13th, 2020
 50 Thursday, April 9th, 2020
 51 Wednesday, April 8th, 2020
 52 Tuesday, April 7th, 2020
 53 Monday, April 6th, 2020
 54 Friday, March 27th, 2020
 55 Thursday, March 26th, 2020
 56 Video Tutorial
 57 Wednesday, March 25th, 2020
 58 Tuesday, March 24th, 2020
 59 Monday, March 23rd, 2020
 60 Friday, March 20th, 2020
 61 Thursday, March 19th, 2020
 62 Unit Test
 63 Wednesday, March 18th, 2020
 63.0.1 Today we completed : 3.5 Inverse Relations p. 235 to 264
 63.0.2 1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
 63.0.3 2. Students to complete “Check your Understanding” –
 63.0.4 #1 on page 237; # 2 on page 238; and, #3 on page 240.
 63.0.5 3. Textbook:
 63.0.6 Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook
 63.0.7 Transforming Graphs of Functions and review for unit test.
 63.0.8 See below for answers to today’s assignments.
 64 Tuesday, March 17th, 2020
 64.0.1 Today we continue Unit 3: Transforming Graphs of Functions
 64.0.2 3.5 Inverse Relations p. 235 to 264
 64.0.3 1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
 64.0.4 2. Students to complete “Check your Understanding” –
 64.0.5 #1 on page 237; # 2 on page 238; and, #3 on page 240.
 64.0.6 3. Textbook:
 64.0.7 Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook.
 64.0.8 4. Example Booklet.
 65 Monday, March 16th, 2020
 65.0.1 Today we continue Unit 3: Transforming Graphs of Functions
 65.0.2 3.4 Combinations of functions – p. 219 to 233
 65.0.3 3.5 Inverse Relations p. 235 to 264
 65.0.4 3.4 Combinations of functions – p. 219 to 233
 65.0.5 1. Take up Questions form Textbook:
 65.0.6 Questions: 3, 4 , 5, 6, 9 on pages 226 to 230 of textbook.
 65.0.7 3.5 Inverse Relations p. 235 to 264
 65.0.8 1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
 65.0.9 2. Students to complete “Check your Understanding” –
 65.0.10 #1 on page 237; # 2 on page 238; and, #3 on page 240.
 65.0.11 3. Textbook:
 65.0.12 Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook.
 65.0.13 4. Example Booklet
 66 Friday, March 12th, 2020
 67 Thursday, March 12th, 2020
 67.0.1 Today we continue Unit 3: Transforming Graphs of Functions
 67.0.2 3.4 Combinations of functions.
 67.0.3 pages 219 to 233
 67.0.4 1. Lesson 3.4 on pages 223 to 226.
 67.0.5 2.Teacher to complete “Examples 1, 2, 3 and 4” on pages 221 to 225.
 67.0.6 3. Students to complete “Check your Understanding” –
 67.0.7 #1 on page 221; # 2 on page 223; and, #3 on page 224.
 67.0.8 4. Textbook:
 67.0.9 Students to complete 3, 4 , 5, 6, 9 on pages 226 to 230 of textbook.
 68 Wednesday, March 11th, 2020
 68.0.1 Today we continue Unit 3: Transforming Graphs of Functions
 68.0.2 3.3 Stretching and Compressing of Functions
 68.0.3 pages 195 to 200
 68.0.4 1. Lesson 3.3 on pages 195 to 200.
 68.0.5 2.Teacher to complete “Examples 1, 2, 3 and 4” on pages 196 to 200.
 68.0.6 3. Students to complete “Check your Understanding” –
 68.0.7 #1 on page 196; # 2 on page 198; and, #3 on page 199.
 68.0.8 4. Textbook:
 68.0.9 Students to complete 3, 4 , 5, 6, 9 on pages 201 to 205 of textbook.
 69 Tuesday, March 10th, 2020
 69.0.1 Today we continue Unit 3: Transforming Graphs of Functions
 69.0.2 Reflecting Graphs of Functions
 69.0.3 Lesson 3.2 pages 178 to 191
 69.0.4 1. Students to complete (in groups) Examples Booklet pages 5, 6 and 8
 69.0.5 2. Lesson 3.2 on pages 180 to 182
 69.0.6 Teacher to complete “Examples 1, 2, and 3” on pages 180 to 182.
 69.0.7 3. Textbook:
 69.0.8 Students to complete “Check your Understanding”:
 69.0.9 #1 on page 180; # 2 on page 181; and, #3 on page 182.
 69.0.10 4. Textbook:
 69.0.11 Students to complete 3, 4 , 5, 6, 9 on pages 183 to 187 of textbook.
 70 Monday, March 9th, 2020
 71 Friday, March 6th, 2020
 72 Thursday, March 5th, 2020
 73 Wednesday, March 4th, 2020
 74 Tuesday, March 3rd, 2020
 75 Monday, March 2nd, 2020
 76 Friday, February 28th, 2020
 77 Thursday, February 27th, 2020
 77.1 Lesson 2.3 – Analyzing Rational Functions
 77.2 p. 105 to 121
 77.3 Goals:
 77.4 To determine the characteristics of Rational Functions, and,
 77.5 Solve Rational Equations
 77.6 1.What is a Rational Function?
 77.6.1 A function that is the ratio of two polynomials.
 77.6.2 It is “Rational” because one is divided by the other, like a ratio.
 77.6.3 What is an Asymptote? Click Link
 77.6.4 2. Characteristics of the graph of a rational function.
 77.6.5 – Vertical Asymptotes – Vertical line the graph never reach (the nonpermissible values; when there there is no common factor).
 77.6.6 – Horizontal Asymptotes – Horizontal line the graph never reach.
 77.6.7 – Oblique Asymptotes – Oblique line the graph never reach.
 77.6.8 – Point of Discontinuity (Hole) a (point) break in the line, when the numerator and denominator have at least one common factor.
 77.6.9 – Characteristics 1: Nonpermissible values of x.
 77.6.10 – Identifying Nonpermissible values of x:
 77.6.11 See Example 1 on page 107 to 108.
 77.6.12 3. Vertical Asymptotes
 77.6.13 When a rational function has no common factor, the nonpermissible values are the vertical asymptotes. It corresponds to the ZEROS of the denominator of a rational function.
 77.6.14 4. Hole – is the nonpermissible value of a rational function after it has been simplified to remove the denominator by factoring.
 77.6.15 5. Horizontal Asymptotes – three “Types”.
 77.6.16 y=0 When the degree of the numerator is less than the degree of the denominator.
 77.6.17 6. We will complete “Examples 1 to 3” on pages 107 to 111.
 77.6.18 7. Students complete:
 77.6.19 Assignment: # 4, 5, 6, 9, and 10 i) and 10 ii) on pages 114 to to 119 of textbook.
 77.6.20 Lesson 4, pages 10 to 15 of their Example Booklet.
 77.7 Tutorial links to Radical and Rational Functions
 78 Wednesday, February 26th, 2020
 78.1 Lesson 2.2 – Graphing Rational Functions
 78.2 p. 100 to 103
 78.2.1 Goal:
 78.2.2 Use technology to investigate nonpermissible values of rational functions.
 78.2.3 1. Complete “Get Started” with class on page 100 of textbook.
 78.2.4 2. Students complete “Construct Understanding ” on pages 100 to 103 of textbook.
 78.2.5 3. Answers to“Construct Understanding ” on pages 100 to 104 of textbook.
 78.3 Tutorial links to Radical and Rational Functions
 79 Tuesday, February 25th, 2020
 80 Friday, February 21st, 2020
 81 Thursday, February 20th, 2020
 82 Wednesday, February 19th, 2020
 83 Tuesday, February 18th, 2020
 84 Friday, February 14th, 2020
 85 Thursday, February 13th, 2020
 86 Wednesday, February 12th, 2020
 86.1 PreCalculus 40S: Polynomial Expressions and Functions
 86.1.1 Today, we will review how to sketch polynomial.
 86.1.2 Also, time was given to students to complete will complete the following:
 86.1.3 – “Polynomial 1, 2, and 3 Extra Practice”
 86.1.4 – Practice Test on pages 78 to 79, questions 1 to 6.
 86.1.5 Students will work individually and in groups to complete Polynomial Test Review.
 86.2 Video
 86.3 Sketching Polynomial
 86.1 PreCalculus 40S: Polynomial Expressions and Functions
 87 Tuesday, February 11th, 2020
 88 Monday, February 10th, 2020
 89 Steps for Factoring Polynomial Functions
 90 Steps for Sketching Graphs of Polynomial Functions
 91 Multiplicity of a Zero
 92 Friday, February 7th, 2020
 93 Thursday, February 6th, 2020
 94 Steps for Factoring Polynomial Functions
 95 Wednesday, February 5th, 2020
 96 Tuesday, February 4th, 2020
 97 Monday, February 3rd, 2020
 98 Student Resources
Note: Please email any assignments to me at: bdabie@wsd1.org
Scroll Down to find the latest (by date) Video Tutorial.
If you need a copy of the Unit 4: Quadratic Functions booklet, you could pick up one from the box that’s outside the front door of the school.
The Final Class will be on Friday, June 12th, 2020
All assignments must be submitted by June 17th, 2020.
Booklets and Assignments
___________________________________________________________________
Example Booklets – Click links to download.
 3 Transformations Example Booklet
 4 Example Booklet Combining Functions
 5 Exponents Logarithms Example Booklet
 6a Trigonometry Part 1
 6b Trigonometry Part 2
 7 Trigonometric Equations and Identities
Assignments from “Example Booklets” – to be submitted for marks.
______________________________________________________________________________________
Chapter 6 – Trigonometry
Click on link below for Chapter 6a & 6b Booklets.
6a Trigonometry Part 1 Example Booklet
6b Trigonometry Part 2 Example Booklet
 From Chapter 6 Trigonometry Part 1 and Part 2 Example Booklets (click link above for copy).
Complete the following:
From Booklet: 6a Trigonometry Part 1 Example Booklet
 Pages 4 t0 6: Lesson 1 Examples. (Due on Friday, May 22nd, 2020.)
 Pages 7 to 9: Unit Circle – Examples. (Due on Friday, May 29th, 2020)
 Pages 10 to 14: Lesson 2 Examples. (Due on Tuesday, June 2nd, 2020)
 Pages 15 to 17: Lesson 3 Examples. ( Due on Wednesday, June 3rd, 2020.)
 Pages 18 to 26: Lesson 3 Examples. (Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.)
_____________________________________________________________________________________
Click on link below for Chapter 5 Booklet.
Chapter 5 Exponents & Logarithms Examples Booklet
From Chapter 5 Example Booklet (click link above for copy), complete the following:
 Lesson 1 Examples on pages 5 to 9. (Due on Wednesday, April 22, 2020.)
 Lesson 3 Examples on pages 13 to 15 ( Due on Monday, April 27, 2020.) NOTE: Changed date.
 Lesson 4 Examples on pages 16 to 17. (Due on Wednesday, April 29, 2020.) NOTE: Changed date.
 Lessons 5 & 6 Examples on pages 18 to 24. (Due on Monday, May 4th, 2020.) NOTE: Changed date.
 Lesson 2 Examples on pages 10 to 12. (Due on Monday, May 10th, 2020) NOTE: Changed date.
 Lessons 7 Examples on pages 2526 (Due on Thursday, May 14th , 2020.)
_______________________________________________________________________________________
Click on link below for Chapter 4 Booklet.
Chapter 4 Example Booklet Combining Functions
From Chapter 4 Example Booklet (click link above), complete the following:
1. Lesson 1 and Lesson 2: due April 7th, 2020
2. Lesson 3; due April 9, 2020
3. Lesson 4; due April 14th, 2020.
4. Practice Test from Textbook: – Questions 3, 4, 7 and 9 on pages 335 to 338. (Must show all work.)
____________________________________________________________
Friday, June 12th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.6: Combining Transformations of Sinusoidal Functions (p. 529539)
(Goals: Using Transformation to sketch a graph of a Trigonometric Function. Writing the Equation of the Graph of a trigonometric Function)
Completed Solutions to Questions 3 to 11 on pages 534 t0 536 of Textbook.
 Students will use this time to complete the final assessment: “Sketching transformation of Graphs”; and, “Determining equations given a sine and cosine graph”.

To be Submitted for marks.
 Pages 15 to 16: Lesson 4 – Chapter 6 Part 2 Examples Booklet. (Due on Monday, June 15th, 2020.)
Learning Notes:

Click on link below to view notes on combining transformation of Sinusoidal Function.
Learning Notes for Lesson 6.6 Combining Transformation of Sinusoidal Functions
1. Student Assessment:
Practice Assessment:
 #2 on page 533 of textbook.
 ‘Exercises” # 5, # 6, # 7, and #10 on pages 535 to 539 of textbook
To be submitted for marks.
From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.
Thursday, June 11th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.6: Combining Transformations of Sinusoidal Functions (p. 529539)
Video Tutorial
(Goals: Using Transformation to sketch a graph of a Trigonometric Function. Writing the Equation of the Graph of a trigonometric Function)
Completed Solutions to Questions 3 to 11 on pages 534 t0 536 of Textbook.
Learning Notes:

Click on link below to view notes on combining transformation of Sinusoidal Function.
Learning Notes for Lesson 6.6 Combining Transformation of Sinusoidal Functions
1. Student Assessment:
Practice Assessment:
 #2 on page 533 of textbook.
 ‘Exercises” # 5, # 6, # 7, and #10 on pages 535 to 539 of textbook
To be submitted for marks.
From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.
Wednesday, June 10th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.6: Combining Transformations of Sinusoidal Functions (p. 529539)
Video Tutorial
(Goal: Using Transformation to sketch a graph of a Trigonometric Function.)
Completed Solutions to Questions 3 to 11 on pages 534 t0 536 of Textbook.
Learning Notes:

Click on link below to view notes on combining transformation of Sinusoidal Function.
Learning Notes for Lesson 6.6 Combining Transformation of Sinusoidal Functions
1. Student Assessment:
Practice Assessment:
 #2 on page 533 of textbook.
 ‘Exercises” # 5, # 6, # 7, and #10 on pages 535 to 539 of textbook
To be submitted for marks.
From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.
Tuesday, June 9th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.6: Combining Transformations of Sinusoidal Functions (p. 529539)
Video Tutorial
(Goal: Describe how a graph change with Transformation. Using Transformation to sketch a graph of a Trigonometric Function.)
Completed Solutions to Questions 3 to 11 on pages 534 t0 536 of Textbook.
Learning Notes:

Click on link below to view notes on combining transformation of Sinusoidal Function.
Learning Notes for Lesson 6.6 Combining Transformation of Sinusoidal Functions
1. Student Assessment:
Practice Assessment:
 #1 on page 532 of textbook.
 ‘Exercises” # 3, # 4, # 8 on pages 534, 535, and 537 of textbook
To be submitted for marks.
From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.
Monday, June 8th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.5 – Trigonometric Functions – p. 513511
Video Tutorial
(Determining the Amplitude and Period, Phase Shift, and Vertical Translation of a Trigonometric Function – pages 510511.)
Completed Solutions to Questions 3 to 11 on pages 521 to 526 of textbook.
1. Student Assessment:
Practice Assessment:

Practice Questions: # 2, # 3. # 4 on pages 517 to 519 of textbook. And, from ‘Exercises” # 3, # 4, # 6 on pages 521 to 523 of textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
From Booklet: 6b Trigonometry Part 2 Example Booklet
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.
Friday, June 5th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.5 – Trigonometric Functions – p. 513519
(Determining the Amplitude and Period, Phase Shift, and Vertical Translation of a Trigonometric Function – pages 510511.)
Completed Solutions to Questions 3 to 11 on pages 521 to 526 of textbook.
Today’s Class:

Students will use this time to complete Practice Questions: # 2, # 3. # 4 on pages 517 to 519 of textbook. And, Exercises: Questions # 3, # 4, # 6 on pages 521 to 523 of textbook.

These questions will be taken up at the next (class) session (Monday, June 8th, 2020).
Student Assessment:

To be submitted for marks.

Pages 4 to 7: Lesson 1 – Chapter 6 Part 2 Examples Booklet. (Due on Friday, June 5th, 2020.)
Thursday, June 4th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.5 – Trigonometric Functions – p. 513511
Video Tutorial
(Determining the Amplitude and Period of a Trigonometric Function – pages 510511.)
Completed Solutions to Questions 3 to 11 on pages 521 to 526 of textbook.
1. Student Assessment:
Practice Assessment:

Questions #1 on page 516; #2 0n page 517; and, #3 on page 518 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
 Pages 27 to 28: Lessons 5 Examples. (Due on Monday June 8th, 2020.)
 Pages 4 t0 7: Lesson 1 Examples. (Due on Tuesday, June 9th, 2020.)
 Pages 12 to 14: Lesson 3 Examples. (Due on Thursday, June 11th, 2020.)
 Pages 15 to 16: Lesson 4 Examples. (Due on Friday, June 10th, 2020.)
Wednesday, June 3rd, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.4 – Graphing Trigonometric Functions – p. 510511
Video Tutorial
(Sketch the graphs of y=sin x; y= cos x, y=tan x and determine their characteristics – pages 510511.)
Completed Solutions to Questions 1 to 4 on page 512 of textbook.
1. Student Assessment:

Practice Assessment: Questions: 1 4 on page 512 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 10 to 14: Lesson 2 Examples. (Due on Tuesday, June 2nd, 2020)
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
Tuesday, June 2nd, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.3 – Radian Measure – Determining Angles Measures Given a Terminal Point (Part 4)
Video Tutorial
(Determining Angle Measures Given a Terminal Point – page 493)
Completed Solutions to questions 4 to 15 on pages 494 to 500 of textbook.
1. Student Assessment:

Practice Assessment: Questions: #4 on page 493; and, #10 , #11 on pages 508 509 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 10 to 14: Lesson 2 Examples. (Due on Tuesday, June 2nd, 2020)
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
Monday, June 1st, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.3 – Radian Measure – Trig. Ratios of Angles in Radians – pages 491492 (Part 3)
Video Tutorial
(Determining Trig. Ratios of Angles in Radians Problem Solving Involving Radians and Trig Ratios – Part 3 )
1. Student Assessment:

Practice Assessment: Questions: #2, #3 on pages 491, 492; and, #9, #10 on page 508 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 to 9: Unit Circle Examples. (Due on Friday, May 29th 2020.)
 Pages 10 to 14: Lesson 2 Examples. (Due on Tuesday, June 2nd, 2020)
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
Friday, May 29th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.3 – Radian Measure
Video Tutorial
(Converting between Degrees and Radian Measures. Part 2 – Assignment Questions 1, 4 8 from Textbook)
1. Student Assessment:
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 to 9: Unit Circle Examples. (Due on Friday, May 29th 2020.)
 Pages 10 to 14: Lesson 2 Examples. (Due on Tuesday, June 2nd, 2020)
 Pages 15 to 17: Lesson 3 Examples. ( Due on Friday, June 5th, 2020.)
Thursday, May 28th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.3 – Radian Measure
Video Tutorial
(Converting between Degrees and Radian Measures. Part 1)
1. Student Assessment:

Practice Assessment: Questions: #1 on page 489; #5, #6 on pages 494 and 495 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 to 9: Unit Circle Examples. (Due on Friday, May 29th 2020.)
Wednesday, May 27th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.2 – Angles in Standard Position and Arc Length
Video Tutorial
(Determining the arc length and radius of a circle.)
1. Student Assessment:

Practice Assessment: Questions 2 c, d; 3 b, c; 4 c, d on pages 485 and 486 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 t0 9: Unit Circle Examples. (Due on Friday, May 29th 2020.)
Notes on Arc Length (Clink on link below.)
Notes on Arc Length
Tuesday, May 2th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position Part 5
Video Tutorial (To be posted later.)
(Lesson Review: Determining All Trigonometric Ratios for any Angle – when given the coordinates of a point on the Terminal Arm and/or Given one Trig. Ratio.)
1. Student Assessment:

Practice Assessment: Questions 10,11 on page 478 of Textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 t0 9: Unit Circle Examples. (Due on Friday, May 29,th 2020.)
Notes on Unit Circle, Reference Triangles, Trig. Ratios
Monday, May 25th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position Part 4
Video Tutorial
( Determining All Trigonometric Ratios and Angle Measures Given One Trig. Ratio.)
1. Student Assessment:

Practice Assessment: Question 4 on page 473; Questions 8,9, 10, 11 on pages 478 & 479 of textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 7 t0 9: Unit Circle Examples. (Due on Friday, May 29, 2th020.)
Notes on Unit Circle, Reference Triangles, Trig. Ratios
Friday, May 22nd, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position Part 4
Video Tutorial
(Unit Circle, Determining Six Trigonometric Ratios and Angle Measures Given One Trig. Ratio .)
1. Student Assessment:

Practice Assessment: Question 4 on page 473; Questions 10, 11 on pages 478 & 479 of textbook.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 4 t0 6: Lesson 1 Examples. (Due on Friday, May 22nd, 2020.)
Notes on Unit Circle, Reference Triangles, Trig. Ratios
Thursday, May 21st, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position Part 3
Video Tutorial
(Equation of a Circle in Standard Form (x – h)^{2} + (y – k)^{2} = r^{2 }; Unit Circle; Determining Six Trigonometric Ratios Given the Coordinates of a Point on the Terminal Arm.)
1. Student Assessment:
Practice Questions: “Check your Understanding”, Question 3 on page 472; Questions 8, 9 on p. 477 and 478.
To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 4 t0 6: Lesson 1 Examples. (Due on Friday, May 22nd, 2020.)
Wednesday, May 20th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position Part 2
Video Tutorial
( Determining and Sketching Angles in Standard Position, Coterminal Angles, and Reference Angles. Using Assignment Questions 1 to 5. )
1. Student Assignment: To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 4 t0 6: Lesson 1 Examples. (Due on Friday, May 22nd, 2020.)
Tuesday, May 19th, 2020
Unit 6 Trigonometry p. 445 to 570.
Lesson 6.1 – Trigonometric Ratios for Any Angle in Standard Position – Part 1.
Video Tutorial
(Determining and Sketching Angles in Standard Position and Coterminal Angles.)
1. Student Assignment:
 Practice Questions: Check Your Understanding – Q. 1 on pages 469 of textbook.
Students will complete: “Exercises” – Questions 3, 4, and 5 on pages 474 and 475 of textbook.
2. To be submitted for marks.

From: 6a Trigonometry Part 1 Example Booklet
 Pages 4 t0 6: Lesson 1 Examples. (Due on Friday, May 22nd, 2020.)
Tuesday, May 12th, 2020
Friday, May 15th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.8 – Solving Problems with Logarithms & Exponents.
Video Tutorial
(Solving a Problem involving Future Value. Solving a Problem Involving the Richter Scale.)
1. Student Assignment:
 Practice Questions. Students will complete: “Check Your Understanding”
Questions 1 and 3 on pages 431 and 433 of textbook.
Thursday, May 14th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.7 – Solving Logarithmic & Exponential Functions – Part 4 (Assignment Questions)
Video Tutorial
(Solving logarithm and exponential equations algebraically. Questions 11, 12, 13, 14 on pages 425 to 426 of textbook.)
1. Student Assignment. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 7 Examples on pages 24 to 25.
Wednesday, May 13th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.7 – Solving Logarithmic & Exponential Functions – Part 3 (Assignment Questions)
Video Tutorial
(Solving logarithm and exponential equations algebraically.)
1. Student Assignment:
 Practice Questions:
Students will complete: “Exercises” – Questions 11, 12, 13, 14 on pages 425 to 426 of textbook.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 7 Examples on pages 24 to 25.
Tuesday, May 12th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.7 – Solving Logarithmic & Exponential Functions – Part 2 (Assignment Questions)
Video Tutorial
(Solving logarithm and exponential equations algebraically.)
1.Student Assignment:
Practice Questions: Students will complete: “Exercises” – Questions 3, 4, 5, 7, 9, 10 on pages 422 to 424.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 6 Examples on pages 22 to 23.
Monday, May 11th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.7 – Solving Logarithmic & Exponential Functions – p. 417425
Video Tutorial
(Solving logarithm and exponential equations algebraically.)
1.Student Assignment:
Practice Questions: Students will complete: “Check Your Understanding” 1,2,3 on pages 418 to 420.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 6 Examples on pages 22 to 23.
Friday, May 8th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.6 – Part 3: Analyzing Logarithmic Functions – Pages 408 to 410.
Video Tutorial
(Use the Change of Base Formula to find the value of a logarithm. Sketch the transformation graph of a Logarithmic function. Questions 10,11, 12)
To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 2 Examples on pages 10 to 12. (Due on Monday, May 10th, 2020)
Thursday, May 7th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.6 Part 2 – Assignment Questions
Analyzing Logarithmic Functions – Pages 402 to 406.
Video Tutorial
(Use the Change of Base Formula to find the value of a logarithm. Sketch the transformation graph of a Logarithmic function.)
 Student Assignment:
Students will complete: Questions 9, 10, 11, and 12 on pages 407 and 409.
To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 2 Examples on pages 10 to 12.
Wednesday, May 6th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.6 Part 1
Analyzing Logarithmic Functions – Pages 401 to 404.
Video Tutorial
(Use the Change of Base Formula to find the value of a logarithm. Sketch the transformation graph of a Logarithmic function.)
 Student Assignment:
Students will complete: Questions 1, 3 on pages 402 and 403.
Questions 3, 4, 5 on pages 405, 406 of student textbook.
Tuesday, May 5th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.5 Assignment
Logarithms and the Log. Function – Pages 393 to 398.
Video Tutorial
(Writing a Log. as a sum or Difference of Logarithms. Using the laws of Logarithm to Evaluate Logarithmic Expression.)
A. Student Assignments:
1.To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lessons 5 & 6 Examples on pages 18 to 24.
Monday, May 4th, 2020
No Online class
Teachers’ Professional Development Day
Friday, May 1st, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.5 Part 3
Logarithms and the Log. Function – Pages 388 to 394.
Video Tutorial
(Writing a Log. as a sum or Difference of Logarithms. Using the laws of Logarithm to Evaluate Logarithmic Expression)
A. Student Assignments:
1.To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lessons 5 & 6 Examples on pages 18 to 24. (Due on Monday, May 4th, 2020.)
Thursday, April 30th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.5 Part 2
Logarithms and the Log. Function – Pages 388 to 391.
Video Tutorial
(Writing a Log. as a sum or Difference of Logarithms. Using the laws of Logarithm to Evaluate Logarithmic Expressions.)
A. Student Assignments:
1. Practice Questions:
Questions: 3 and 4 on page 391 t0 393 of Textbook.
Questions: 9, 10, 11, 12, 13 and 18 on pages 394 to 398 of Textbook.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lessons 5 & 6 Examples on pages 18 to 24. (Due on Monday, May 4th, 2020.)
Wednesday, April 29th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Lesson 5.5
Logarithms and the Log. Function – Pages 388 to 391.
Video Tutorial
(Use the Law of Logarithm to Simplify Expressions. Apply the laws of Logarithm to Logarithm with Base 10.)
A. Student Assignments:
1. Practice Questions:
Questions: 1 and 2 on page 390 t0 391 of Textbook.
Questions: 5, 6, and 8 on pages 394 to 395 of Textbook.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lessons 5 & 6 Examples on pages 18 to 24. (Due on Friday, May 1st, 2020.)
Tuesday, April 28th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Complete Lesson 5.4 Assignment Questions
Logarithms and the Log. Function – Pages 375 to 386.
Video Tutorial
(Writing Expressions in Different Forms; Evaluating Logarithms; Using Benchmarks to estimate the value of a Logarithm; and, Characteristics of the Graphs of Logarithmic Functions.)
1. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 4 – Examples on pages 16 to 17. (Due on Wednesday, April 29, 2020.)NOTE: Changed date.
Monday, April 27th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Complete Lesson 5.4
Logarithms and the Log. Function – Pages 379 to 385.
Video Tutorial
(Using Benchmarks to estimate the value of a Logarithm; Characteristics of the Graphs of Logarithmic Functions.)
A. Student Assignments:
1. Practice Questions:
Questions: 3 and 4 on page 379 of Textbook.
Questions: 4 to 11 on pages 381 to 383 of Textbook.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 3: Examples on pages 13 to 15 ( Due on Monday, April 27th, 2020.) NOTE: Changed date.
Friday, April 24th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
We will begin:
Lesson 5.4: Logarithms and the Log. Function – Pages 375 to 378.
Video Tutorial
(Writing Expressions in different forms; Evaluating Logarithms.)
A. Student Assignments:
1. Practice Questions: Questions 1 and 2 on page 377 and 378 of Textbook.
2. To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 3: Examples on pages 13 to 15 ( Due on Monday, April 27th, 2020.) NOTE: Changed date.
Thursday, April 23rd, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
We will be reviewing Questions from Lessons 5.1 to 5.3 – p. 340 to 366.
Video Tutorial
(Graphing Exponential Functions; Transformation of Exponential Functions; and, Solving Exponential Equations.)

Student Assignments: To be submitted for marks.
 From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 3: Examples on pages 13 to 15 ( Due on Friday, April 24, 2020.) NOTE: Changed date.
Wednesday, April 22nd, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
Lesson 5.3: Solving Exponential Equations – p. 358 to 366.
Video Tutorial
(Solving: Exponential Equations using Common Bases; Exponential Equations involving Radicals.)

Student Assignments:
a). Practice Assignments: Questions 3 t0 5 on page 364; and Question 10 on page 366 of textbook.
b) From Chapter 5 Exponents & Logarithms Examples Booklet
 Lesson 3 Examples on pages 13 to 15 ( Due on Friday, April 24, 2020.) NOTE: Changed date.
Tuesday, April 21st, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
Lesson 5.2: Transformation of Exponential Functions – p. 344 to 355.
Video Tutorial
(Sketching Graphs of Transformation of Exponential Functions including RealWorld Situations)

Student Assignments:
a). Practice Assignment: Students to complete Questions 9; 10 c; and 13 on p. 352 to 355 of textbook.
b) From Chapter 5 Exponents & Logarithms Examples Booklet
Lesson 1 Examples on pages 5 to 9. (Due today, April 22, 2020.)
Monday, April 20th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
Lesson 5.2: Transformation of Exponential Functions – p. 344 to 348.
Video Tutorial
(Examples of Transformation of Exponential Functions)

Student Assignments:
a). Practice Assignment: Students to complete Questions 3, 4, 5, 6, 7, on p. 349 to 353 of textbook.
b) From Chapter 5 Exponents & Logarithms Examples Booklet
Lesson 1 Examples on pages 5 to 9. (Due Wednesday, April 22, 2020.)
Friday, April 17th, 2020
Noonline Classes
Staff Professional Development Day
Thursday, April 16th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
Lesson 5.2: Analyzing Exponential Functions – p. 344 to 348.
Video Tutorial
(Sketching exponential functions; transformation of Exponential Functions.)
 Student Assignment:
1. “Check your Understanding” – Q. 1 on page 345 and – Q. 2 on page 347.
Wednesday, April 15th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 416.
Today we will continue Exponential & Logarithmic Functions.
Lesson 5.1: Investigate the graphs of Exponential Functions – p.340 to 343.
Video Tutorial
(Describing the graph of Exponential Function.)
 Student Assignment: Page 341
 Students to complete: “Assess Your Understanding”; Question 1.
Tuesday, April 14th, 2020
Unit 5 Exponential & Logarithmic Functions: p. 340 to 338 to 416.
Today we will begin Exponential & Logarithmic Functions.
Video Tutorial
(Introduction: Review Powers; Exponent Laws. )
1. Students to complete Assignment 1 – Exponential Functions – Prerequisite Skills.
 Complete Questions 1 to 7, and 9.
(Click Link below for copy of Assignment.)
Monday, April 13th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we will complete Unit 4: Combining Functions.
Review Questions on Combining Functions
Video Tutorial
on Review Questions
Questions: 1. a; 3 ; 6 ; 7; and 10 on pages 327 to 332.
Students to Complete and submit (for marks)
(due Tuesday, April 14th, 2020)

Lesson 4 Questions – from 4 Example Booklet Combining Functions.
 Practice Test from Textbook: – Questions 3, 4, 7 and 9 on pages 335 to 338. (Must show all work.)
Thursday, April 9th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we complete:
Lesson 4.4: Determining Restrictions on Composite Functions
Video Tutorial
on
Questions: 3, 4 on pages 312, 313.
Questions: 3 c, d; 4 a, b; 6 a; 8 a; 10 a; on pages 314 to 319
Students to Complete and submit (for marks)
(due next week Tuesday, April 14th)

Lesson 4 Questions – from 4 Example Booklet Combining Functions.
 Practice Test from Textbook: – Questions 3, 4, 7 and 9 on pages 335 to 338. (Must show all work.)
Wednesday, April 8th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue:
Lesson 4.4: Determining Restrictions on Composite Functions
Part 2 (p.312 to 314)
Video
on
(Determining a Composition of a Radical Function and a Quadratic Function; Writing a Function as Composition of Two Functions)
Students to Complete
Practice Assignment (not for marks – do not submit)
Check Your Understanding (from Textbook)
 Question # 3 a, b on page 312.
 Question # 4 a, b on page 313
Exercises (from Textbook)
 Question # 6 (a, b, c, d) on pages 316 317.
 Question # 8 (a on page 315
 Question # 10 (a, b, c, d) on page 319
Tuesday, April 7th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we begin 4.4 Determining Restrictions on Composite Functions (p.307)
Video
on
(Domain & Range of f(g(x)); Composition of a Linear and a Quadratic Function; Reciprocal Function and a Quadratic Function)
Students to Complete
Practice Assignment (not for marks – do not submit)
Check Your Understanding (from Textbook)
 Question # 1 a, b on page 308.
 Question # 2 a, b on page 311
Exercises (from Textbook)
 Question # 3 a, b, c, d on page 314
 Question # 4 a, b, c, d on page 315
 Question #5 a, b on page 316
Monday, April 6th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue 4.3 Introduction to Composite Functions
Video Tutorial
on
(Check Your Understanding # 3 and #4 on Pages 296 and 297 of Textbook.)
(Exercises: # 4 a,b; #5 a,b; # 6 c,d; #10 a,b )
Students to Complete:
1. Practice Assignment (not for marks – do not submit)
 From Textbook: Pages 298 to 301
 # 4 a, b; #5 c,d; #6 a,b; #7 a,b; #8 b; #9 a,b,d; #10 a,b,d; #11 a,b,c)
2. To be submitted for marks.
 From Example Booklet: Lesson 3: #1 to #4 on pages 9 to 10.
Click below for copy of Example Booklet – Combining Functions
Friday, March 27th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue 4.3 Introduction to Composite Functions
Video Tutorial
1. Practice Assignment Questions
(Do not submit as these are for you to practice.)

From Textbook – Pages 294 297
Check Your Understanding:
#1 on page 294
# 2 on page 295
# 3 on page 296
# 4 on page 297
2. Assess Your Understanding (to be submitted by April 6th, 2020).
From Textbook – Pages 288 to 290.
 Question 2 a, b, c, d – Pages 288 to 289
 Question 4 a, b, c – Pages 289 to 290
 Question 5 a, b, c, d – Page 290
Thursday, March 26th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue 4.2 Combining Functions Algebraically
Assignment: Exercises 3 to 11; p.278281.
Video Tutorial
Assignment: Exercises 3 to 11; p.278281
1. Student Handin Assignment
To be submitted by Friday, March 27th, 2020:
 From “Example Booklet”: Lesson 2
Students to complete Lesson 2: Examples 1 to 4 on pages 7 and 8.
Wednesday, March 25th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue Unit 4: Combining Functions
4.2 Combining Functions Algebraically – p. 272 to 271
Video Tutorial: Combining Functions Algebraically
1. Student Assignment: From Textbook – Pages 274 277
Check Your Understanding:
#1 on page 274
# 2 on page 275
# 3 on page 276
# 4 on page 277
Tuesday, March 24th, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we continue Unit 4: Combining Functions
4.1 Combining Functions Graphically: Assess Your Understanding – p. 268 to 271
Video Tutorial: Assess Your Understanding – p.268 to 271.
1. Student Assignment:
 From Example Booklet:
Complete Lesson 1: Examples 1 to 4 on pages 4, 5, and 6.
Monday, March 23rd, 2020
Unit 4: Combining Functions p. 266 to 338.
Today we begin Unit 4: Combining Functions
4.1 Combining Functions Graphically – p. 266 to 271
Video Tutorial: Combining Functions Graphically – p.266 to 268.
1. Student Assignment:
 Complete Questions 1 to 3 on pages 268 to 271.
Friday, March 20th, 2020
Transforming Graphs of Functions
Unit 3 Review of Inverse of Relations
 Today, we will complete the final lesson of Unit 3: Transforming Graphs of Functions.
 Examples Booklet Lesson 5: Inverses of Relations.
Thursday, March 19th, 2020
Unit Test
Unit 3: Transforming Graphs of Functions
Wednesday, March 18th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we completed : 3.5 Inverse Relations p. 235 to 264
1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
2. Students to complete “Check your Understanding” –
#1 on page 237; # 2 on page 238; and, #3 on page 240.
3. Textbook:
Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook
Transforming Graphs of Functions and review for unit test.
See below for answers to today’s assignments.
Questions 4 and 5 page 243
Tuesday, March 17th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
3.5 Inverse Relations p. 235 to 264
1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
2. Students to complete “Check your Understanding” –
#1 on page 237; # 2 on page 238; and, #3 on page 240.
3. Textbook:
Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook.
4. Example Booklet.
Monday, March 16th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
3.4 Combinations of functions – p. 219 to 233
3.5 Inverse Relations p. 235 to 264
3.4 Combinations of functions – p. 219 to 233
1. Take up Questions form Textbook:
Questions: 3, 4 , 5, 6, 9 on pages 226 to 230 of textbook.
3.5 Inverse Relations p. 235 to 264
1.Teacher to complete “Examples 1, 2, 3 and 4” on pages 237 to 242 of Textbook.
2. Students to complete “Check your Understanding” –
#1 on page 237; # 2 on page 238; and, #3 on page 240.
3. Textbook:
Students to complete Q. 4 , 5, 6, 7, 9, 11 on pages 243 to 227 of textbook.
4. Example Booklet
Friday, March 12th, 2020
No Classes
Thursday, March 12th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
3.4 Combinations of functions.
pages 219 to 233
1. Lesson 3.4 on pages 223 to 226.
2.Teacher to complete “Examples 1, 2, 3 and 4” on pages 221 to 225.
3. Students to complete “Check your Understanding” –
#1 on page 221; # 2 on page 223; and, #3 on page 224.
4. Textbook:
Students to complete 3, 4 , 5, 6, 9 on pages 226 to 230 of textbook.
Wednesday, March 11th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
3.3 Stretching and Compressing of Functions
pages 195 to 200
1. Lesson 3.3 on pages 195 to 200.
2.Teacher to complete “Examples 1, 2, 3 and 4” on pages 196 to 200.
3. Students to complete “Check your Understanding” –
#1 on page 196; # 2 on page 198; and, #3 on page 199.
4. Textbook:
Students to complete 3, 4 , 5, 6, 9 on pages 201 to 205 of textbook.
Tuesday, March 10th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
Reflecting Graphs of Functions
Lesson 3.2 pages 178 to 191
1. Students to complete (in groups) Examples Booklet pages 5, 6 and 8
2. Lesson 3.2 on pages 180 to 182
Teacher to complete “Examples 1, 2, and 3” on pages 180 to 182.
3. Textbook:
Students to complete “Check your Understanding”:
#1 on page 180; # 2 on page 181; and, #3 on page 182.
4. Textbook:
Students to complete 3, 4 , 5, 6, 9 on pages 183 to 187 of textbook.
Monday, March 9th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we continue Unit 3: Transforming Graphs of Functions
Horizontal and Vertical Translations 3.1

Complete Examples 1, 2, 3 and 4 on pages 165 to 168.

Students to complete “Check your Understanding” #1 on page 165; # 2 on page 166; and #4 o page 167.
Friday, March 6th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we will continue Unit 3: Transforming Graphs of Functions
1. Transformation.
Thursday, March 5th, 2020
Unit 3: Transforming Graphs of Functions p. 161 to 264.
Today we will begin Unit 3: Transforming Graphs of Functions
1. We will review the prerequisite skills for Transforming Graphs of Functions.
Students will complete ” Chapter 2: Prerequisite skills” assignment. See link below for copy.
Wednesday, March 4th, 2020
Test
Unit 2: Graphing Radical & Rational Functions
&
Polynomial Functions
Tuesday, March 3rd, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
1. Time will be given to review all assignments and “unit test Review”.
Monday, March 2nd, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Lesson 2.4 – Sketching Graphs of Rational Functions
p. 129 to 110

Today we will review all assignment questions and begin review for unit test on Radical and Rational Functions.
1. Take up the the following:

“Constructing Understanding” example on pages 129 and 130.
 Example 2 on page 131.
2. Assignments:

Example Booklet” – pages 16 to 18.

Textbook:
 Page 143, question 3
 Page 135, Question 4
 Page 135, Question 5
 Page 136, Question 6
 Page 139 Question 8
3. Review for test.
See link below for Test Review on Radical and Rational Functions
 Rational and Radical Review March 2020
 Answers Rational and Radical Review March 2020
 Solving Rational Equations Handout
 Practice with Graphing Rational Functions
Friday, February 28th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we completed Unit 2: Properties of Radical Functions.
Lesson 2.4 – Sketching Graphs of Rational Functions
p. 129 to 110
1. Students were given time to complete questions from their “Example Booklet” – pages 10 to 15.
2. Completed the following:

“Constructing Understanding” example on pages 129 and 130.
 Example 2 on page 131.
3. Students were assigned

Example Booklet” – pages 16 to 18.
 Textbook:
 Page 143, question 3
 Page 135, Question 4
 Page 135, Question 5
 Page 136, Question 6
 Page 139 Question 8
Thursday, February 27th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will continue Unit 2: Properties of Radical Functions.
Lesson 2.3 – Analyzing Rational Functions
p. 105 to 121
Goals:

To determine the characteristics of Rational Functions, and,

Solve Rational Equations
1.What is a Rational Function?

A function that is the ratio of two polynomials.
It is “Rational” because one is divided by the other, like a ratio.

What is an Asymptote? Click Link
2. Characteristics of the graph of a rational function.
– Vertical Asymptotes – Vertical line the graph never reach (the nonpermissible values; when there there is no common factor).
– Horizontal Asymptotes – Horizontal line the graph never reach.
– Oblique Asymptotes – Oblique line the graph never reach.
– Point of Discontinuity (Hole) a (point) break in the line, when the numerator and denominator have at least one common factor.
– Characteristics 1: Nonpermissible values of x.
 NonPermissible Values: values of a variable that make the denominator of a rational expression equal 0.
 See notes (link) below on Nonpermissible values
Notes on NonPermissible Value
– Identifying Nonpermissible values of x:
See Example 1 on page 107 to 108.
3. Vertical Asymptotes
When a rational function has no common factor, the nonpermissible values are the vertical asymptotes. It corresponds to the ZEROS of the denominator of a rational function.
4. Hole – is the nonpermissible value of a rational function after it has been simplified to remove the denominator by factoring.
5. Horizontal Asymptotes – three “Types”.

y=0 When the degree of the numerator is less than the degree of the denominator.
 y = a/b When the degrees of numerator and denominator are the same, then ratio of the leading coefficient is the horizontal asymptote.
 Oblique Asymptotes – When the degree of the numerator is greater than the degree of the denominator.
6. We will complete “Examples 1 to 3” on pages 107 to 111.
7. Students complete:

Assignment: # 4, 5, 6, 9, and 10 i) and 10 ii) on pages 114 to to 119 of textbook.

Lesson 4, pages 10 to 15 of their Example Booklet.
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x)
Wednesday, February 26th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will continue Unit 2: Properties of Radical Functions.
Lesson 2.2 – Graphing Rational Functions
p. 100 to 103
Goal:
Use technology to investigate nonpermissible values of rational functions.
1. Complete “Get Started” with class on page 100 of textbook.
 NonPermissible Values: values of a variable that make the denominator of a rational expression equal 0.
 See notes (link) below on Nonpermissible values
Notes on NonPermissible Value
2. Students complete “Construct Understanding ” on pages 100 to 103 of textbook.
3. Answers to“Construct Understanding ” on pages 100 to 104 of textbook.
Page 101
Page 102
Page 103
Page 104
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x)
Tuesday, February 25th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will continue Unit 2: Properties of Radical Functions.
Solving Radical Equations
(See Handout)
Goal: Solving Radical Equations Algebraically and Graphically
1. Key Ideas: See Handout Below.
:2. Working Examples . (See three Handouts Below.)
 Solving Radical Equation Example 1 Realated Roots and x Intercepts
 Solving Radical Equation Example 2 Exploring Radical Equations with an Extraneous Root
 Solving Radical Equation Example 3 Approximate Solutions To Radical Equations
3. Assignment: Check Your Understanding (3 pages).
 Check your Understnding Radical Equations page 1 of 3
 Check your Understnding Radical Equations page 2 of 3
 Check your Understnding Radical Equations page 3 of 3
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x)
Friday, February 21st, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will continue Unit 2: Properties of Radical Functions.
Lesson 2.1
1. Students to complete:
 Questions 4, 5, 6, 7, 8, 10, 12 on pages 90 to 95 of Textbook.
Answers pages 90 to 95 of Textbook
Key Ideas on Sketching a Square Root of a Function
Lesson 2.2 – Graphing Rational Functions
p. 100 to 103
Goal:
Use technology to investigate nonpermissible values of rational functions.
1. Complete “Get Started” with class on page 100 of textbook.
 NonPermissible Values: values of a variable that make the denominator of a rational expression equal 0.
 See notes (link) below on Nonpermissible values
Notes on NonPermissible Value
2. Students complete “Construct Understanding ” on pages 100 to 103 of textbook.
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x)
Thursday, February 20th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will continue Unit 2: Properties of Radical Functions – Lesson 2.1
1. Complete Example 2:
 Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x) pages 86 to 87.
2. Complete Example 3:
 Sketching the Graph of y = √f(x) Given the Graph of a Cubic Function y = f(x) pages 88.
3. Square Root of a Function – Key Ideas
3. Students to complete:
 Example 2 and Example 3 on pages 6 and 7 of “Radical and Rational Functions Example Booklet”.
 Questions 4, 5, 6, 7, 8, 10, 12 on Pages 90 to95 of Textbook.
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Sketching the Graph of y = √f(x) Given the Graph of a Quadratic Function y = f(x)
Wednesday, February 19th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we continued Unit 2: Properties of Radical Functions
1. Lesson 2.1: Sketching Graph of the Radical Functions y = √x, pages 4 and 5 in Example Booklet.
2. Properties of Radical Functions – Example 1 0n pages 84 to 85 of Textbook.
3. Students completed (click on links below):
 Working Examples 1_ Comparing Graphs of a Linear Function and the Square Root of the Function
 Working Examples 3_Graph the Square Root of the Function From the Grapgh of the Function
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Tuesday, February 18th, 2020
Unit 2: Graphing Radical & Rational Functions p. 82 to 156.
Today we will begin Unit 2: Properties of Radical Functions
1. We will review the prerequisite skills for Radical and Rational functions.
Students will complete ” Chapter 2: Prerequisite skills” assignment. See link below for copy.
2. Lesson 2.1: Sketching Graph of the Radical Functions y = √x, pages 2 to 7 of Example Booklet.
3. Properties of Radical Functions – pages 82 to 97 of Textbook.
4. Students to complete: pages 5, 7, 8, 10 and 12 in textbook pages 90 to 92.
5. Completed “Notes” – to be posted after class.
Tutorial links to Radical and Rational Functions
Graphing General Polynomials, Radicals, Rationals, and Piecewise Functions
Domain and Range of radical and rational Functions
Friday, February 14th, 2020
Test
Polynomial Expressions and Functions
Thursday, February 13th, 2020
PreCalculus 40S: Polynomial Expressions and Functions
Today,time will be given to complete Polynomial test review.
1. Also, time was given to students to complete will complete the following:
– “Polynomial 1, 2, and 3 Extra Practice”
– Practice Test on pages 78 to 79, questions 1 to 6.
Wednesday, February 12th, 2020
PreCalculus 40S: Polynomial Expressions and Functions

Today, we will review how to sketch polynomial.
To sketch a polynomial you will need to know 4 things.
1. The degree of the polynomial
2. The sign of the leading coefficient
3. The Zeros
4. Multiplicity

Also, time was given to students to complete will complete the following:

– “Polynomial 1, 2, and 3 Extra Practice”

– Practice Test on pages 78 to 79, questions 1 to 6.

Students will work individually and in groups to complete Polynomial Test Review.
Video
Sketching Polynomial
Tuesday, February 11th, 2020
PreCalculus 40S: Polynomial Expressions and Functions

Today, time was given to students to complete will complete Questions # 6 to 13 on pages 46 to 52 of the textbook.

Group work: Students worked in groups of two to complete two questions from “End of Polynomial Unit Group Activity”.

Students were assigned Handin Assignment 1.
Monday, February 10th, 2020
PreCalculus 40S: Polynomial Expressions and Functions
Today we will complete Lesson 1.4 on pages 37 to 45
1. Lesson 1.4: Relating Polynomial Functions and equations, pages 37 to 45.
2. Review questions from:
Polynomial Functions Example booklet pages 17 to 20, Examples 1 to 4.
3. Students to complete: pages 46 to 52, Questions # 5 to 13 of Textbook.
4. Completed “Notes” from pages 37 to 45 – see links below.
Polynomial Expressions and Functions p 36 and 37
Polynomial Expressions and Functions p 38 and 39
Polynomial Expressions and Functions p 40 and 41
Polynomial Expressions and Functions p 42 and 43
Polynomial Expressions and Functions p 44 and 45
Steps for Factoring Polynomial Functions
To factor Polynomial Functions and the Integral Zero Theorem:
 Use the Integral Zero Theorem to list possible possible integer values for the zeros.
 Next, apply the Factor Theorem to determine one factor.
 Then, use division to determine the remaining factor.
 Repeat the above steps until all factors are found.
Factor Theorem:
 If xa is a factor then, P(a) =0
 If P(a) = 0, then xa is a factor of P(a).
Integral Zero Sum Theorem:
 This describes the relationships between the factors and the constant terns in a polynomial.
 If xa is a factor of the polynomial P(x) with integral coefficient, then a is a factor of the term P (x) and x = a is an integral zero of P (x).
Remainder Theorem:
 When a polynomial P (x) is divided by a binomial (xa), the remainder is P(a).
 If the remainder is zero, then the binomial xa is factor of P (x).
 If the remainder is not zero, then the binomial (xa) is not a factor of P (x).
Steps for Sketching Graphs of Polynomial Functions
A. Use:
– xintercepts,
– the yintercepts,
– the degree of the function, and,
– the sign of the leading coefficient.
B. The xintercepts of the graph of a polynomial function are the roots of the corresponding polynomial equation.
C. Find the ZEROS a polynomial function from the factors.
D. Use the factor theorem to express a polynomial function factored form.
Multiplicity of a Zero
(How many times a particular number is a zero for a given polynomial.)
 If a polynomial function has a factor of xa that is repeated n times, then xa has a multiplicity of n.
 A zero has a “multiplicity“, which refers to the number of times that its associated factor appears in the polynomial. For instance, the quadratic (x + 3)(x – 2) has the zeroes x = –3 and x = 2, each occuring once.
 How many times a particular number is a zero for a given polynomial. For example, in the polynomial function f(x) = (x – 5)^{4}(x – 5)(x – 8)^{2}, the zero 3 has multiplicity 4, 5 has multiplicity 1, and 8 has multiplicity 2. Although this polynomial has only three zeros, we say that it has seven zeros counting multiplicity.
Examples:
 (x – 5)^{4 }has Zero Multiplicity of 4
 (x – 5) has Zero Multiplicity of 1
 (x – 8)^{2} has Zero Multiplicity of 2
Solutions to pages 46 to 52, Questions # 3 to 13 of Textbook.
Polynomial Expressions and Functions p 42 and 43
Polynomial Expressions and Functions p 44 and 45
Polynomial Expressions and Functions p 46 and 47
Polynomial Expressions and Functions p 48 and 49
Polynomial Expressions and Functions p 50 and 51
Polynomial Expressions and Functions p 52 and 53
Friday, February 7th, 2020
PreCalculus 40S: Polynomial Expressions and Functions
Today we will continue Unit 1: Polynomial Expressions and Functions
1. Lesson 1.4: Relating Polynomial Functions and equations, pages 37 to 45.
2. Students will work on Whiteboards tables to complete:
– Polynomial Functions Example booklet pages 17 to 20, Examples 1 to 4.
3. Students to complete: pages 46 to 52, Questions # 3 to 13 of Textbook.
4. Completed “Notes” from pages 37 to 45 – see links below.
Polynomial Expressions and Functions p 36 and 37
Polynomial Expressions and Functions p 38 and 39
Polynomial Expressions and Functions p 40 and 41
Polynomial Expressions and Functions p 42 and 43
Polynomial Expressions and Functions p 44 and 45
Solutions to pages 46 to 52, Questions # 3 to 13 of Textbook.
Polynomial Expressions and Functions p 42 and 43
Polynomial Expressions and Functions p 44 and 45
Polynomial Expressions and Functions p 46 and 47
Polynomial Expressions and Functions p 48 and 49
Polynomial Expressions and Functions p 50 and 51
Polynomial Expressions and Functions p 52 and 53
Thursday, February 6th, 2020
PreCalculus 40S: Polynomial Expressions and Functions
Today we will continue Unit 1: Polynomial Expressions and Functions
1. Lesson 1.2: Factoring Polynomials: Use the Remainder Theorem and Factor Theorem to factor Polynomials, pages 15 to 19.
2. Students will work on Whiteboards tables to complete:
– Polynomial Functions Example booklet pages 11 to 14, Examples 1 to 5.
3. Students to complete: pages 20 to 26, Questions # 3 to 9, 11, and 12 of Textbook.
4. Completed “Notes” from pages 15 to 19 – see links below.
Polynomial Expressions and Functions Lesson 1.2 p 15
Polynomial Expressions and Functions Lesson 1.2 p 16
Polynomial Expressions and Functions Lesson 1.2 p 17
Polynomial Expressions and Functions Lesson 1.2 p 18
Polynomial Expressions and Functions Lesson 1.2 p 19
Solutions to pages 20 to 26, Questions # 3 to 9, 11, and 12 of Textbook.
Polynomial Expressions and Functions p 20 and 21
Polynomial Expressions and Functions p 22 and 23
Polynomial Expressions and Functions p 24 and 25
Polynomial Expressions and Functions p 26 and 27
Steps for Factoring Polynomial Functions
To factor Polynomial Functions and the Integral Zero Theorem:
 Use the Integral Zero Theorem to list possible possible integer values for the zeros.
 Next, apply the Factor Theorem to determine one factor.
 Then, use division to determine the remaining factor.
 Repeat the above steps until all factors are found.
Factor Theorem:
 If xa is a factor then, P(a) =0
 If P(a) = 0, then xa is a factor of P(a).
Integral Zero Sum Theorem:
 This describes the relationships between the factors and the constant terns in a polynomial.
 If xa is a factor of the polynomial P(x) with integral coefficient, then a is a factor of the term P (x) and x = a is an integral zero of P (x).
Remainder Theorem:
 When a polynomial P (x) is divided by a binomial (xa), the remainder is P(a).
 If the remainder is zero, then the binomial xa is factor of P (x).
 If the remainder is not zero, then the binomial (xa) is not a factor of P (x).
This section deals with dividing polynomials, synthetic division and the remainder theorem. The following are some links that may help – the textbook has some great examples, too.
 Long Division of Polynomials (written explanation)
 Long Division of Polynomials (video)
 Synthetic Division (written explanation)
 Synthetic Division (video)
 The Remainder Theorem (written)
 The Remainder Theorem (video)
Wednesday, February 5th, 2020
PreCalculus 40S: Polynomial Expressions and Functions
Today we will continue Unit 1: Polynomial Expressions and Functions
1. Lesson 1.1: Dividing a Polynomial by a Binomial using “Synthetic Divisions”, pages 5 to 7.
2. Polynomial Functions Example booklet pages 9 to 10, questions 5, 6, and 7.
3. Students to complete: pages 7 – 12; Questions # 3 to 9, 12 of Polynomial Expressions and Functions booklet.
4. Completed “Notes” from pages 2 to 6 – see links below.
Polynomial Expressions and Functions p 2
Polynomial Expressions and Functions p 3
Polynomial Expressions and Functions p 4
Polynomial Expressions and Functions p 6
Answers to Exercises: Questions 7 to 14 on pages 8 to 12.
Polynomial Expressions and Functions p 8
Polynomial Expressions and Functions p 9
Polynomial Expressions and Functions p 10
Polynomial Expressions and Functions p 11
Polynomial Expressions and Functions p 12
Polynomial Expressions and Functions p 13
This section deals with dividing polynomials, synthetic division and the remainder theorem. The following are some links that may help – the textbook has some great examples, too.
 Long Division of Polynomials (written explanation)
 Long Division of Polynomials (video)
 Synthetic Division (written explanation)
 Synthetic Division (video)
 The Remainder Theorem (written)
 The Remainder Theorem (video)
Tuesday, February 4th, 2020
PreCalculus 40S:
Today we will begin Unit 1: Polynomial Expressions and Functions
1. Lesson 1.1: Dividing a Polynomial by a Binomial, pages 2 to 13.
2. Students to complete: pages 7 – 12; Questions # 3 to 9, 12.
3. Completed “Notes” from pages 2 to 6 – see links below.
Monday, February 3rd, 2020
This is the first day of class.
We will be looking at the course descriptions and contents, assessment and evaluation, resources required for PreCalculus 40S, and the first unit – Polynomial Functions
Day 1 Package Handout Pre Calculus 40S Jan 2020
PreCalculus 40S Course Outline
Unit  Topics 
Transformations 
· Operations on functions · Horizontal and vertical translations · Horizontal and vertical stretches and compressions · Reflections and Inverses 
Polynomial Functions 
· Review of factoring · Factoring of polynomial functions (up to 5^{th} degree) · Graph and analyze polynomial functions (up to 5^{th} degree) 
Radical Functions 
· Graph and analyze radical functions (one radical) · Solve radical equations graphically 
Rational Functions 
· Graph and analyze rational functions. · Connect graphs and equations of rational functions 
Composite Functions 
· Add, Subtract, Multiply and Divide Functions · Composite Functions 
Trigonometric Angles & Graphs 
· Angles in standard position in degrees and radians · Develop and apply the equation of the unit circle · Solve problems using six trig ratios in degrees and radians · Graph and analyze the primary trig functions 
Trigonometric Equations & Identities 
· Basic Trig identities · Sum and difference identities (sine, cosine, tangent) · Double angle identities (sine, cosine, tangent) · Solve first and second degree trig equations in degrees and radians 
Exponential & Logarithms 
· Understanding of logarithms · Product, Quotient and Power Laws · Graph and analyze exponential and logarithmic functions · Solve problems using exponential and logarithmic equations 
Combinatorics 
· Use Fundamental Counting Principle to solve problems · Permutations · Combinations · Binomial Expansion (natural exponents) 
Student Resources

PreCalculus 12 – My Worktext

Student Workbook

Scientific Calculator
Reviewing Factoring
1. We will begin the PreCalculus 40S with a review assignment.
Click on the link below.
Day 1 40S PreCal Factoring Review Student Copy
2. Lesson 1 (p. 5 and 6) of Chapter 1: Polynomial Functions Example Booklet.
Click on the link below for copy of the booklet.
CHAPTER 1 Polynomial Functions Examples Booklet