EC > GATE 2017 SET-1 > Fourier Series
A periodic signal x(t) has a trigonometric Fourier series expansion x(t)=a0+∑n=1(ancos nω0t+bnsin nω0t) If x(t)=-x(-t)=-x(t-π/ω0). we can conclude that
A
an are zero for all n and bn are zero for n even
B
an are zero for all n and bn are zero for n odd
C
an are zero for n even and bn are zero for n odd
D
an are zero for n odd and bn are zero for n even

Correct : a

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