Question

select the correct answer from each drop - down menu.
when the expression representing the parent radical function is multiplied by - 1, the resulting graph is a of the parent function.
when the expression representing the parent radical function is multiplied by a positive value that is not equal to 1, the resulting graph is a of the parent function.

Explanation:

1. For multiplying a parent radical function by -1: This transformation flips the graph over the x-axis, which is a reflection.
2. For multiplying by a positive non-1 value: This stretches or compresses the graph vertically, which is a vertical dilation (scaling).

Answer:

When the expression representing the parent radical function is multiplied by -1, the resulting graph is a reflection of the parent function.
When the expression representing the parent radical function is multiplied by a positive value that is not equal to 1, the resulting graph is a vertical dilation (scaling) of the parent function.