Transformations on Quadratic Graphs

by Mackenzie W.

| 7 Questions1

1

The h value determines how much the graph shifts up or down

True

False

2

1

The k value determines how much the graph shifts left to right.

True

False

3

1

If the a value is negative, the parabola opens downward.

True

False

4

1

Describe the transformation from the parent function if the new function is

The parabola is reflected over the x-axis, shift 5 units left, and 3 units down.

The parabola is reflected over the x-axis, shift 5 units left, and 3 units up.

The parabola is reflected over the x-axis, shift 5 units right, and 3 units down.

The parabola is reflected over the x-axis, shift 5 units right, and 3 units up.

5

1

Describe the transformation from the parent function if the new function is

The parabola is reflected over the x-axis, has a vertical strech of 2, shift 3 units left, and 5 units down.

The parabola is reflected over the x-axis, has a vertical compressions of 2, shift 3 units left, and 5 units down.

The parabola is reflected over the x-axis, has a vertical strech of 2, shift 3 units right, and 5 units down.

The parabola is reflected over the x-axis, has a vertical strech of 2, shift 3 units right, and 5 units up.

6

1

Write the equation in vertex form for the graph pictured below. (Hint: Use ^2 for the exponent)

7

1

Graph the following equation on the coordinate grid below.

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