The period of cos 5 is
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For any general cosine function of the form
f
(
t
)
=
A
cos
B
t
, the amplitude is
A
and represents the maximum displacement from the t-axis, and the period is
T
=
2
π
B
and represents the number of units on the
t
axis for a complete cycle or wavelength of the graph to pass by.
So in this particular case, the amplitude is
1
, and the period is
T
=
2
π
5
=
72
∘
,
since by the conversion factor,
360
∘
=
2
π
r
a
d
.
The graph is plotted below :
graph{cos(5x) [-2.735, 2.74, -1.368, 1.368]}
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Answer:
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