Graphing the Tangent Function

It shifts the graph up.

It changes the period of the graph.

It reflects the graph over the x-axis.

It increases the amplitude.

Because it extends to positive and negative infinity.

Because it has a maximum and minimum.

Because it is a linear function.

Because it is always positive.

By dividing π by the coefficient of x.

By multiplying π by the coefficient of x.

By adding π to the coefficient of x.

By subtracting π from the coefficient of x.

π/2 to the left

π/2 to the right

π to the left

π to the right

2π

π/2

π

π/4

Ignore it and proceed with transformations.

Look it up to understand the basic shape.

Assume it is a straight line.

Use a calculator to plot it.

It reflects the graph over the y-axis.

It shifts the graph to the right.

It compresses the graph horizontally.

It stretches the graph vertically.

It moves to -π/2.

It moves to π/2.

It moves to π.

It remains at the origin.

To increase the amplitude.

To determine specific points on the graph.

To change the period of the graph.

To reflect the graph over the x-axis.

Determine the amplitude.

Reflect the graph over the y-axis.

Shift the graph vertically.

Ensure understanding of x-scale and intercepts.