### 1: Transformations of Functions

#### 1.1: Describe how various translations of functions affect graphs and their related equations:

1.1.1: y = f(x − h)

1.1.2: y − k = f(x).

#### 1.2: Describe how various stretches of functions (compressions and expansions) affect graphs and their related equations:

1.2.1: y = af(x)

1.2.2: y = f(kx).

#### 1.3: Describe how reflections of functions in both axes and in the line y = x affect graphs and their related equations:

1.3.1: y = f(−x)

1.3.2: y = −f(x)

1.3.3: y = f −1(x).

### 3: Trigonometry

#### 3.8: Draw (using technology), sketch and analyze the graphs of sine, cosine and tangent functions, for:

3.8.1: amplitude, if defined

3.8.2: period

3.8.5: behaviour under transformations.

### 6: Statistics

#### 6.2: Solve probability problems, using the binomial distribution.

Correlation last revised: 9/16/2020

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