Consider the piecewise periodic function f(t) with a period of 2n:

Where G is the fourth digit of your URN. If your URN is 6835725 then G = 5. Write the Fourier series expansion of f(t). Write the derivative and definite integral ƒ(t)dt of the Fourier series found in(a), Indicate if these series converge and why/why not. Write the Fourier series expansion found in (a) in Amplitude-phase form.