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How do you make a sine function become a cosine function? Like I have f(x)=14.25 sin(0.08πx)+15.75, but I need to make it into a cosine function and I'm not sure how I should do that...?
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\(\cos \theta = \sin (90 - \theta) \)
Oh, why not sin(x) = cos(π/2 - x) ?
Since you have sine in your problem, and you need cosine, take the argument of the sine and subtract it from 90 or \(\pi /2\), and you will have transformed it into the cosine. The way you wrote it seems like you want to transform a cosine into a sine.
Ohh alright makes sense, thank you!
wlcm
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An easy way to remember the transforms is to look at the graph of sine and cosine. They are identical with a phase shift of 90 degrees (or pi/2 radians)
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