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What is the amplitude of 
y=-sin(8x-3)+5?
units

What is the amplitude of y=sin(8x3)+5 y=-\sin (8 x-3)+5 ?\newlineunits

Full solution

Q. What is the amplitude of y=sin(8x3)+5 y=-\sin (8 x-3)+5 ?\newlineunits
  1. Find Amplitude Coefficient: The amplitude of a trigonometric function like y=Asin(BxC)+Dy = A\sin(Bx - C) + D is the absolute value of the coefficient AA. In this case, the function is y=sin(8x3)+5y = -\sin(8x-3) + 5, so the coefficient AA is 1-1.
  2. Calculate Absolute Value: The amplitude is the absolute value of 1-1, which is 11. This means that the amplitude of the function y=sin(8x3)+5y = -\sin(8x-3) + 5 is 11 unit.

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