Asked by Caleb
Which cosine function has maximum of 4, a minimum of -4, and a period of 2pi/3?
A. y=4 cos 3 theta
B. y= 4 cos 2 theta/3
C. y=4 cos theta/3
D. y=4 cos 3 theta
A. y=4 cos 3 theta
B. y= 4 cos 2 theta/3
C. y=4 cos theta/3
D. y=4 cos 3 theta
Answers
Answered by
MathMate
Write the equation as
y=a cos(b(θ))+k
For a max=4,and min=-4, k=0, and a=4, so
y=4cos(b(θ)))
Period = 2π/b
if period = 2π/3, then b=3, and the equation reads:
y=4cos(3θ)
Pick your choice betwen A and D, unless there is a typo.
y=a cos(b(θ))+k
For a max=4,and min=-4, k=0, and a=4, so
y=4cos(b(θ)))
Period = 2π/b
if period = 2π/3, then b=3, and the equation reads:
y=4cos(3θ)
Pick your choice betwen A and D, unless there is a typo.
Answered by
ethan
which one is it though
Answered by
tylenol
it's D. y=4 cos 3 (theta).
the answers given in the original question are the same for A and D
the answers given in the original question are the same for A and D
Answered by
Lexi
thanks
also Advil is better
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also Advil is better
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