The graph of the function y = 10 cos6x has its amplitude doubled and its period halved. Which equation represents the new function? (A) y =5 cos3x (B) y = 5 cos12x (C) y = 20 cos 3x (D) y = 20 cos 12x

Q: хах 3. S cos (2-3x2)

A: To evaluate the integral ∫x dxcos2-3x2.

Q: Describe the relationship between the graphs of y = A cos(Bx - C) and y = A cos(Bx - C) + D.

A:

Q: Find the amplitude, period, and phase shift of y = 2 sin(r-)

A: The given function is  y=2sin12x-π4               ⋯1 Consider the standard sin function with…

Q: find the amplitude, period and phase shift for y=4cos(7x-4pi)

A: Given equation is

Q: Graph one period of the function y = 1/2 cos x - 1.

A: we have to graph one period of the function y = 12 cos x - 1

Q: hat is the period, amplitude, phase shift of y=-4sin2(x-45

A: calculation of above requirement are as follows

Q: What is the period of the graph of the function y=3cos(2pix)

A: Graph of a function is

Q: Graph one period of the function y = 3 sin 2x.

A: Given: y = 3 sin 2x To graph: One period of the given function.

Q: Graph two full periods of the function f(x)=cos(2x) and state the amplitude and period. Amplitude A…

A:

Q: Sketch the graph y = 2 cos (x -pai/3)

A: The given function is,

Q: Find the amplitude and period of the function defined by the equation. Y = - 2 sin 2 - A la|=2;…

A:

Q: A cosine function has an amplitude of 1, period of, horizontal shift of -2π, and vertical shift of…

A: