If f(x) is an odd periodic function with period 2, then
f(4) =
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Since f(x) is an odd periodic function with period 2
∴f(x)=−f(x) and f(x+2)=f(x)
∴f(2)=f(0+2)=f(0)
and f(−2)=f(−2+2)=f(0)
Now f(0)=f(−2)=−f(2)=−f(0)
∴f(4)=f(2+2)=f(2)=f(0)=0
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