For the following initial value problem, find the general solution, express the arbitrary constant C in terms of z and choose the correct answer from the following options. cy/ + 2y = -4 cos (I) y(2) =4 O C= -2 2 -(zsin (z) + cos (z)) O C= 2 - (zsin (2) + cos (2)) O C= -2+ (zsin (z) + cos (2)) O C= -23 - (zsin (z) + cos (2)) O C= > 2+ (zsin (2) + cos (2))