Recall that a function f is peri- odic if there is a positive number p such that f(t + p) = f(1) for every t, and the least such p (if it exists) is the period of f. The graph of a function of period p looks the same on each interval of length p, so we can easily determine the period from the graph. Determine whether the function whose graph is shown is periodic; if it is periodic, find the period. yA 2 4 9. 8.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Recall that a function f is peri-
odic if there is a positive number p such that f(t + p) = f(1)
for every t, and the least such p (if it exists) is the period of f.
The graph of a function of period p looks the same on each
interval of length p, so we can easily determine the period from
the graph. Determine whether the function whose graph is
shown is periodic; if it is periodic, find the period.
yA
2 4
9.
8.
Transcribed Image Text:Recall that a function f is peri- odic if there is a positive number p such that f(t + p) = f(1) for every t, and the least such p (if it exists) is the period of f. The graph of a function of period p looks the same on each interval of length p, so we can easily determine the period from the graph. Determine whether the function whose graph is shown is periodic; if it is periodic, find the period. yA 2 4 9. 8.
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