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Re: Sathyabama University Be Part Time Question Bank
Here I am giving you Question Bank of BE of Sathyabama University as below: 1. What is the value of bn when the function f(x)=x2 expanded as a Fourier series in (π, π)? 2. State Dirichlet conditions for a function to be expanded as a Fourier series. 3. If f(x) = sinx in π ≤ x ≤ π, find an 4. Write the complex form of Fourier series of f(x) in 0<x<l. 5. Find the Fourier cosine series for the function f(x)=k, 0<x<π 6. State parsevalâ€™s identity on Fourier series 7. If f(x) = inx ne c ∑∞∞ −is the complex form of the Fourier series corresponding to f(x) in (0,2π ), Write the formula for Cn. To get whole question bank you can see given below attachment: 
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