2a) Write a script file to solve the differential equation dttanh(t+1)+o using Euler's method. Solve the equation from to-0 to t,-3 using step size h = 0.02 and initial condition x(0)5 for C3 Print the final value of x at t1, ie, x(ti), to the screen. Do not print anything else You must not use the inbuilt MATLAB commands ode23, ode 45, or similar. The formula for Euler's Method is x(t + h) - x(t) + hf (t, x(t)) Call the tutor to mark this section. They will want to see your output and your .m file. 2b) Now use your Euler's Method code to find the value of x(t1) for a range of values of C from C -3 toC-1. Increase C by steps of 0.1, ie, C-3, C -2.9,..., C1.0 Plot x(t1) for different values of C. Call the tutor to mark this section. They will want to see your graph and your.m file. 2a) Write a script file to solve the differential equation dttanh(t+1)+o using Euler's method. Solve the equation from to-0 to t,-3 using step size h = 0.02 and initial condition x(0)5 for C3 Print the final value of x at t1, ie, x(ti), to the screen. Do not print anything else You must not use the inbuilt MATLAB commands ode23, ode 45, or similar. The formula for Euler's Method is x(t + h) - x(t) + hf (t, x(t)) Call the tutor to mark this section. They will want to see your output and your .m file. 2b) Now use your Euler's Method code to find the value of x(t1) for a range of values of C from C -3 toC-1. Increase C by steps of 0.1, ie, C-3, C -2.9,..., C1.0 Plot x(t1) for different values of C. Call the tutor to mark this section. They will want to see your graph and your.m file