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How to find the phase shift of a trig equation? For example: y=aSin(bx-c)+d A: amp B: freq C: phase shift ? D: midline
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If I remember correctly, you are suppose to equal Sin(bx-c) to 0 or 1, idk..
amplitude is \(|a|\)
yes
I remember something like how sin, you equal it to 0 or 1
phase shift easiest to set \[bx-c=2\pi\] and solve for \(x\)
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are you suppose to equal (bx-c) to 0 in order to find the phase shift?
so if I were to find for phase shift: sin(x+ pi/4) |dw:1429753978233:dw|
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