2 for the transformational function form of the sine function $f(x)=asin(b(x + c))+d$, what does the value…

2 for the transformational function form of the sine function $f(x)=asin(b(x + c))+d$, what does the value of $d$ represent? a the amplitude of the function b the vertical shift of the function c the phase shift of the function d the number of repetitions of the function that occur over $2pi$ radians

2 for the transformational function form of the sine function $f(x)=asin(b(x + c))+d$, what does the value of $d$ represent? a the amplitude of the function b the vertical shift of the function c the phase shift of the function d the number of repetitions of the function that occur over $2pi$ radians

Answer

Brief Explanations:

In the sine - function form (y = A\sin(B(x + C))+D), (A) is the amplitude, (B) affects the period ((T=\frac{2\pi}{|B|})), (C) is the phase - shift, and (D) moves the graph up or down vertically.

Answer:

B. the vertical shift of the function