The graph of y=4 sin(x 3)-2 is obtained by shifting the graph y=4 sin x-2 horizontally 3 models to the left.
y = sinx produces the fundamental sine wave when graphed.
y = 4sinx merely alters the amplitude from 1 to 4.
y = 4sin(x 3) strikes the sine wave 3 models to the fitting. (a part shift of three).
y = 4sin(x 3) 2 strikes the sine wave 2 models downwards . . . its simpler to see this when the equation is written as, y 2 = 4sin(x 3).
y = 4sinx 2 is thus the graph of y = 4sin (x 3) 2 with a part shift of -3, in different phrases when its strikes 3 models to the left.
The assertion is thus TRUE.
This post is last updated on hrtanswers.com at Date : 1st of September – 2022