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2. [10]For the function, f(x), given on the interval 0 <x<L (a)[4] Sketch the graphs of the even extension g(x) and odd exten

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ANSWER:(a)

Even function Odd function

(b) Finding the coeficients of Fourier cosine series:

ao 3 3 CON يت 10 2 f(x) d. L 2 9 do (3 – x)dx = 3 2 and . 2 an f(x) cos (ntx/L) da L 2 an (3 – 4) cos(nar/3)dx 3 Then Fourier

Finding the coefficient for Fourier sine series:

bn 6 | (3 – 2) sin (ntas/3) dx 2 f(c) sin(72/L) dx L 2 bn 3 Then Fourier cosine series is : f(x) = on sin (nmx/3) where bn is

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