A periodic function is defined by f(t)=t over
-2

Question

A periodic function is defined by f(t)=t over 
-2<t<2.

a. state the period  of f(t) .
B sketch f(t) over the domain -10<t<10
c. state wheter its a odd, even or neither .
d. dertermine the first six non zero terms of the series.

anonymous · Answer

For a is the period 2pi, c the function is odd as it has so reflection?

anonymous · Answer

the period is 4 as your function goes from -2 to 2, then 2 to 6 so period is 4 each time.

anonymous · Answer

the function is odd right?

anonymous · Answer

odd yeah. as f(-t) = -t = -f(t) which shows that f(-t)=-f(t) which defines an odd function

anonymous · Answer

so the sketch would be 10 f(t)=t lines ? let me sketch it.

anonymous · Answer

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