BMAT102L Differential Equations and Transforms (Theory) Winter 2024-25 (A1+TA1+TAA1) [VL2024250501106]
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If f(x) = x in (-π, π), then the value of the Fourier constant bn = _________________.
If, then the value of the Fourier constant bn = ___________________.
If f(x) = x in (-π, π), then the value of the Fourier constant an = _________________.
For any real number
= __________________.
L(0) does not exist.
On applying the Laplace transform, on the initial value problem
, we get, ____________.
= _________________.
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