Question 1 10 pts Consider the function f(t) = 1+t 0 + En-1 An cos(went) + Bn sin(went)be the Fourier series that corresponds to fe (t). Determine We / T = (decimal) and B2020 = (integer). . The Fourier coefficients An can be represented in the form An = C (So (1 + t) cos(went) dt + f, 212 cos(went) at). Determine C = (integer). . The function fo (t) is an odd extension of f (t) with period T = 4. Determine the right limit lim, +2+ fo(t) = (integer)