what is the factored form of sin(2)(1/2x-pi/4)+3 also, what are the base points, amplitude, max and min and domain and range?
Do you mean
\(y=sin[(2)(\frac{1x}{2}-\frac{pi}{4})]+3\\ or\\ y=sin^2(\frac{1x}{2}-\frac{pi}{4})+3\\~\\ \mbox{or something else?}\)
I'm going to look at this one.
\(y=sin[(2)(\frac{1x}{2}-\frac{\pi}{4})]+3\\ y=sin[(x-\frac{\pi}{2})]+3\\\)
amplitude =1
Range = [2,4]
Period =2pi
Phase shift is pi/2 in the positive direction.
!
