SOLUTION: Given y=sin(2x+pi/2) Amplitude= period= frequency= phase shift=

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Question 885758: Given y=sin(2x+pi/2)
Amplitude=
period=
frequency=
phase shift=

Answer by Edwin McCravy(20063) About Me  (Show Source):
You can put this solution on YOUR website!

General information needed for problems of this sort:

y = a·sin(bx+c) + d  or y = a·cos(bx+c) + d   

amplitude = |a|
period = 2pi%2Fb
horizontal shift = |c/b| right if c negative, left if c positive
vertical shift = |d| up if d positive, down if d negative.

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y = sin(2x+pi%2F2)

Use a=1, b=2, c=pi%2F2, d=0 in the above general information:

Edwin