About Phase Shift Formula
The phase shift formula is used to determine a function's phase shift. The graphs of the sine and cosine functions are shifted left or right from their regular positions in phase shift, or we may say that the function is shifted horizontally how far from the usual location in phase shift. In general, functions are shifted by a factor of two (/2). In the following section, we'll learn more about the phase shift formula and look at several solved examples.
What Is Phase Shift Formula?
The phase shift formula for a sine curve is illustrated below, which includes both horizontal and vertical changes. Depending on the direction of the displacement from the origin, the phase shift might be positive or negative. The Phase Shift Formula is as follows:
y = A sin(B(x + C)) + D
also, F(x) = Asin(Bx − C)+D.
where
- (C/B) represents the phase shift.
- A is the amplitude.
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