MHF4U

1.1 Functions

1.2 Absolute Value

1.3 Transformations

1.4 Inverse Functions

1.5 Piecewise Functions

1.6 Composition of Functions

1.7 Average Rate of Change

1.8 Instantaneous Rate of Change

Review

2.1 Introduction and Definitions

2.2 Characteristics of a Polynomial Function

2.3 Graphs in Factored Form 

2.4 Transformations of Cubic and Quartic Functions

Mid-Chapter Quiz

2.5 Dividing Polynomials

2.6 Factor Theorem 3.3 Polynomial Equations

2.7 Sum/Difference of Cubes

2.8 Linear Inequalities 3.5 Polynomial Inequalities

2.9 Rates of Change for Polynomial Functions

Review - pdf p. 185#16-17; p.241#1,3,6-8,10-11

 Review - p.186#1-3,6,7,9half, 10just divide, 13, 15

3.1 Factoring

3.2 Sum/Difference of Cubes

3.3 Polynomial Equations

3.4 Linear Inequalities

3.5 Polynomial Inequalities

Word Probs

3.6 Rates of Change for Polynomial Functions

Review - pdf p. 185#16-17; p.241#1,3,6-8,10-11

4.1 Intro to Rational Functions

4.2 Vertical and Horizontal Asymptotes

4.3 Slant Asymptotes

4.4 Sketching Rational Functions

4.5 Solving Rational Equations

4.6 Solving Rational Inequalities

4.7 Word Probs

Review

5.1 Radians

5.2 Special Angles

5.3 Coterminal Angles

5.4 Reciprocal Trig Functions

5.5 Graphs of Trig Functions

5.6 Transformations on sine cosine

5.7 Transformations on the rest

5.8 Find the equation from the graph

Review

6.1 Intro to Trig Identities 

6.2 Compound Angle Formula 

6.3 Double Angle Formula

6.4 Trig Identities

6.5 Linear Trig Equations

6.6 Quadratic Trig Equations

Review p.441#3-6,8,9-13

7.1 Exponent Laws Review

7.2 Exponential and Logarithmic Functions

7.3 Logarithms

7.4 Laws of Logarithms

7.5 Solving Exponential Equations

7.6 Solving Logarithms Equations

7.7 Applications

Review

8. 1 Applications of Polynomials

8.2 Applications of Rationals

8.3 Trigonometric Modelling

8.4 Applications of Exponentials