FIND THE FOURIER TRANSFORM OF f(t) = (-2t) at t≥ 0 and f(t) = 0 at t = 0. e FIND THE 3RD TERM OF MACLUARIN SERIES EXPANSION OF = e*.

Find the Fourier series of the function 7². TAKO ƒ (x) = {(x - π)², 0 < x <^ on the interval (-7,7) and use the result to show that 1 1 1 3² 4² 1+ 2² ++ Ma