Please help and solve on paper

Problems 1. Find a general solution of the non-homogeonuos system of first-order constant coefficient linear ODEs: x' + 2y'+ it y = 4 a' + 3y' + 3x + 3y = 2t You must first convert the system into a D-form, then eliminate y, and find a general solution x(t), y(t). 2. Solve the initial value problem for a 2 x 2 system of first-order linear ODEs (the independent variable is t): = 2x+ y x(0) = -5, y(0) = -7 = -x + 4y Follow the steps for solving a system using the method of elimination, then use the initial condition to determine the solution to the IVP