F(x)=(-x)^3+7
what is the parent function and the
okay yall so i am aware that the parent function is f(x)=x^3 but how do i know whether the transformation is a vertical or a horizontal compression or stretch? i need , not just an answer. you.

 Parent graph is f(x) = x³

                Transformation is 7 units up and reflection across y-axis

Step-by-step explanation:

Given parent graph of f(x) = x³, the transformed graph is represented by:            g(x) = A (Bx - C)³ + D  where

A is the vertical stretch if |A| > 1 or shrink if |A| < 1-A is a reflection across the x-axisB is a horizontal stretch if |B| < 1 or shrink if |B| > 1-B is a reflection across the y-axisC is a horizontal shift (to the right if positive or left if negative)D is a vertical shift (up if positive or down if negative)

The equation you provided has -B, which represents a reflection across the y-axis and D-value of +7 which is a vertical shift up 7 units.

Xis -1/2
y is 35/4.

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