i need a, b, c, d for problem 2

(5 points) Problem 2. Signal in Frequency Domain The magnitude and phase of a Fourier transform is given below. H(W) = A(w) (W) a) Find its inverse Fourier transform, h(t). h(t) = b) What is the energy and power of (e)? E, PA c) h(t) can be decomposed to even and odd components, h(t) = helt) + hole) Find the odd component of (t) and its Fourier transform, Helw) hold) = H. Gw) - d) What is the symmetry of H.). Justify your answer anti-Hermitian H.Gw) is (circle one) odd Hermitian no symmetry wen