midline, period and amplitude\nthe parent graph for y = sin(x) (red) has been transformed (black).\nwhat was…

Brief Explanations:

The amplitude of a sine function (y = A\sin(x)) is (|A|). For the parent function (y=\sin(x)), the amplitude (A = 1). The mid - line of (y=\sin(x)) is (y = 0). The period of (y=\sin(x)) is (2\pi). Looking at the black graph (assuming it has a higher peak than the red (y = \sin(x)) graph), if the mid - line (still (y = 0)) and period (still (2\pi)) remain the same, but the maximum value is higher (e.g., if the black graph has a maximum of (2) and minimum of (- 2)), then (A = 2) for the black graph. So the amplitude has changed.

Answer:

The amplitude