SOLVE USING PYTHON.

= Consider the following system of two ODES: di dy de = 22 +2y = 2x y, from t = 0 tot = 1.2 with w(0) =1 and y0 = 2 dt dt (a) Solve with Euler's explicit method using h=0.4. (b) Solve with the modified Euler method using h=0.4. -2(82% -3) 2e-2 (2+3) The analytical solution of the system is: 2 = Y = In each part, calculate the error (actual - calculated) between the 5 true solution and the numerical solution at the points where the numerical solution is determined. 5 [] # Explicit Euler method # Define euler method # Define function to solve and analytical solution # Apply Euler's method to solve, get analytical values # Print error [] # Modified Euler method # Define modified euler method # Define function to solve and analytical solution # Apply modified Euler's method to solve, get analytical values # Print error