Textbook used: McGraw Hill Ryerson Pre-Calculus 11

purchase the textbook here

## Chapter 1 – Series and Sequences

Homework:

1.1 #1-7 (part 1), 8, 9, 11,17 (part 2)

1.2 #1-4ad, 5a, 6ad, 9, 10, 13

1.3 #1ac, 2ac, 3ac, 4, 5ac, 9, 12

1.4 #1ac, 2ac, 3ac, 4ac, 5a, 6, 11

1.5 #1ac, 2ac, 3, 5ac, 6, 9, 18

Review – Practice Test page 69 – all questions

- Donald Duck Teaches the Golden Ratio!
- PC 20 1.1 Arithmetic Sequences (#1of2)
- PC 20 1.1 Arithmetic Sequences (part 2 of 2)
- PC 20 1.2 Arithmetic Series
- PC 20 1.2 Arithmetic Series Example 1PC 20 1.2 #6 Arithmetic Sequence / Series Homework question
- PC 20 1.3 Geometric Sequences
- PC 20 1.4 Geometric Series
- PC 20 1.5 Infinite Series
- PC 20 1.5 Repeated Decimal Expressed as a Fraction example
- PC 20 Ch 1 Practice Test #3 Geometric Sum homework question
- PC 20 Ch 1 Practice Test #5 Geometric Sum homework question

## Chapter 2 – Trigonometry

2.1#1, 2, 3ace, 4ac, 5, 8, 15

2.2 # 2bd, 3bd, 4bd, 5a, 6bd, 16

2.3 #1-5, 8, 10, 13

2.4 #1ac, 2ac, 3a, 4a, 5a,10,15.

Review Asn’t p.126 #1-6, 9ac, 10ac,12, 16, 18

- PC 20 2.1 Angles in Standard Position
- PC 20 2.2 Trigonometric Ratios of Any Angle
- PC 20 2.2 Exact Value of Trig Ratio Example
- PC 20 2.3 Sine Law (#1of2)
- PC 20 2.3 Ambiguous Case for Sine Law (#2of2)
- PC 20 Sine Law SONG!!
- PC 20 2.4 Cosine Law
- Cosine Law SONG! (PC 20)
- PC 20 Ch 2 Review -Sine Law, Ambiguous Case, Cosine Law combined Lesson

## Chapter 3 – Quadratic Functions

3.1 # la, 2ab,4,5,8

3.2 # 1,2,5,7,14

3.3 Part 1 (a=1) #1, 2, 6a, 7a, 8a, 12a (Full asn’t) # 1, 2, 3, 4, 6ad, 7ac, 8ac, 9, 12a, 17, 22(optional)

Review Asn’t p. 198- Choose 10 questions (at least one from each section) as your review asn’t

- PC 20 3.1 Quadradic Functions Vertex Form – 2021
- PC 20 3.1 Vertex Form – Quadratic Functions
- PC 20 3.2 Standard Form of Quadratic Equations
- PC 20 3.2 Plotting parabolas given vertex form
- PC 20 3.3 Completing the Square

## Chapter 4 – Quadratic Equations

4.1 #1,2,4,6,7,8

4.2 #1-5,7,10,11,14,17

4.3 #1-7(ac for each),8,11,13b (#15 optional)

4.4 #1-5(ac),7,8,choose one from #9-#20

Quadratic solving activity

Ch 4 Review asn’t p.258 Choose a minimum of 3 questions from each section (4.1-4.4). Do all questions from review if possible to prepare for exam

- PC 20 4.1 Solving Quadratic Equations (Part 1 – Full Lesson)
- PC 20 4.1 Solving Quadratic Equations (Part 1 – mini review)
- PC 20 4.1 Solving Quadratic Equations (Part 2)
- FM 10 3.6 Using INTUITION to factor ax2+bx+c
- FM 10 3.6 Decomposition method of factoring trinomials
- PC 20 4.2 Factoring Quadratics (part 1)
- PC 20 4.2 Factoring practice (part 2 of 2)
- PC 20 4.3 Solving Equations by Completing the Square
- PC 20 4.4 Quadratic Formula Lesson
- PC 20 4.4 The Discriminant (Lesson)
- PC 20 Ch 4 Review for Quadratics EXAM – MUST SEE
- PC 20 Ch 4 Review 2021 – All Types of Solving

## Chapter 5 – Radical Expressions and Equations

5.1 #1-3,8,10,11,15

5.2 # 1bdf,2bd,3bd,4bd,10bd,14,20

5.3 #1ad,3ac,4ad,5,6ac,8ad,10ad,13,16

Review p. 304-5 #1ac, 2ac, 3ac, 5, 8, 10ac, 11ac, 13ac, 14ac, 18ac, 19ac, 21

#### Some review videos from Foundations and Pre-Calculus 10

- PC 20 5.1 Working with Radicals
- PC 20 5.2 Multiplying and Dividing Radicals
- PC 20 5.3 Radical Equations

- PC 20 RADICALS AND RADICAL EQUATIONS Ch 5 Review (1of2)
- PC 20 RADICALS AND RADICAL EQUATIONS Ch 5 Review(2of2)

## Chapter 6 – Rational Expressions and Equations

6.1 #1bdf, 3bdf, 4bdf, 6bd, 8, 10, 13

6.2 #1, 2, 4, 8, 15

6.3 #1ad, 3a, 4a, 5ace, 6ace, 10ac, 15a

6.4 #lac, 2ac, 3ac, 5, 6a, 8, 11,18

Review Asn’t p 352 # 1, 3ad, 5ad, 7, 9ace, 11ac, 14ac, 15ace, 18 ,20aceg

- PC 20 6.1 Rational Expressions (Lesson)
- PC 20 6.2 Multiplying and Dividing Rational Expression (Lesson)
- PC 20 6.3 Adding Subtracting Rational Expressions (Lesson)
- PC 20 6.4 Solving Rational Equations (Lesson)
- PC 20 Ch 6 Review #6, 9, 10, 15, 21 (Rationals)

## Chapter 7 – Absolute Value and Reciprocal Functions

7.1 #1,2,4,6,11,12

7.2 #1a, 2-4, 5ab, 6a, 7ab, 8a, 9a, 13, 16

7.3 #2ac, 4ac, 5ac, 6ac, 15, 22

7.4 #1, 2ad, 3ad, 5a, 6,7a, 8a, 9, 11

Review Chapter Test p.413

- PC 20 7.1 Absolute Value
- PC 20 7.2 Absolute Value Functions (Lesson 2023)
- PC 20 Absolute Value Review (7.1-7.2)
- PC 20 7.3 Absolute Value Equations
- PC 20 7.4 Reciprocal Functions
- PC 20 7.4 Reciprocal Functions Review
- PC 20 Ch 7 Graphing Calculator Tips (PreCalculus 20 – TI 83 plus)

## Chapter 8 – Systems of Equations

8.1 #1-4, 10

8.2 #1, 3ace, 4ace, 9, choose one from 11-23

Ch 8 Review – all questions #1-12

- PC 20 8.1 Solving Systems of Equations
- PC 20 8.2 Solving Systems of Equations ALGEBRAICALLY
- PC 20 Ch 8 Systems of Equations Review

## Chapter 9 – Linear and Quadratic Inequalities

9.1 #1ac, 3ac, 4ac, 8ac, 9ac, 14

9.2 #1, 2, 3a, 4ac, 7, 8, pick one from #10-20

9.3 #1ac, 2ac, 3ac, 4a, 5a, 6a, 8, 9

Ch 9 Review#1-11, 12a, 13, 16

- PC 20 9.1 Linear Inequalities in Two Variables
- PC 20 9.2 Solving inequalities in ONE variable (#1of2)
- PC 20 9.2 Solving Quadratic Inequalities in ONE variable – including “sign analysis”(#2of2)
- PC 20 9.3 Quadratic Inequalities in Two Variables
- PC 20 9.3 – Quadradic Inequalities in 2 variables (Mini Lesson 2023)
- PC 20 – Sign Analysis (Mini Lesson)
- PC 20 Sign Analysis / Solving Inequality practice

**Final Exam review**

PC 20 Final REVIEW – Pre-Calculus 20 – whole course in an hour!! BEST STUDY VIDEOYouTube video 1 hour

PC 20 Final REVIEW -whole course in an hour!! (Part 2of2)YouTube video 1 minute

*Textbook Cumulative Reviews*

*Textbook Cumulative Reviews*

Cumulative Review Ch. 1-2: p. 133

Cumulative Review Ch. 3-4: p. 264

Cumulative Review Ch. 5-7 : p416

Cumulative Review Ch. 8-9: p. 508

- PC 20 Ch 1-2 Review #5 Arithmetic and Geometric Series
- PC 20 – Completing the square Cumulative Review 3-4 question #5
- PC 20 Ch 3-4 Review (Completing the Square) #5d
- PC 20 Cumulative Review questions (Ch 4,5)
- PC 20 Subtracting Rational Expressions (#10b Ch 5-7 Rev Asn’t)
- PC 20 Final Review questions – Rational Functions, Ambiguous Case
- PC 20 Ch 8-9 Review #3 (Solving Linear/Quadratic System of Equations)