1 |[kcosnt -kcosnt 5. For a certain periodic function f(t) the Fourier coefficient b, - b, when simplified is equal to: 6. If it is given that the Fourier Series is f(x) = sinx +sin3x +sin5x +. and that when x= f(x) =1, it can be deduced that the series for is

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Chapter2: Second-order Linear Odes
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[kcosnt]
-kcosnt
5. For a certain periodic function f(t) the Fourier coefficient b, = -
b, when simplified is equal to:
1
1
6. If it is given that the Fourier Series is f(x) = sinx +sin3x +sin5x +. and that when x=;
f(x) =1, it can be deduced that the series for 1
is
4
Transcribed Image Text:[kcosnt] -kcosnt 5. For a certain periodic function f(t) the Fourier coefficient b, = - b, when simplified is equal to: 1 1 6. If it is given that the Fourier Series is f(x) = sinx +sin3x +sin5x +. and that when x=; f(x) =1, it can be deduced that the series for 1 is 4
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