Question

Arrange the equations in the correct sequence to find the inverse of .Amplitude: 1 Period: Midline: y = 2

a) y = 2sin(x)
b) y = 2cos(x)
c) y = sin(x/2)
d) y = cos(2x)

Answer 1

To find the inverse of the given sinusoidal wave, rearrange the equations in the correct sequence: y = 2cos(x), y = sin(x/2), y = cos(2x), y = 2sin(x).

Step-by-step explanation:

To find the inverse of a sinusoidal wave with amplitude 1 and period in the midline y=2, we need to rearrange the equations in the correct sequence. The correct sequence to find the inverse is:

1. y = 2cos(x)
2. y = sin(x/2)
3. y = cos(2x)
4. y = 2sin(x)

By rearranging the equations in this sequence, we can find the inverse of the given sinusoidal wave.