correct code in matlab and will give thumbs up

An engineering firm contacted you to develop software to aid in the visualization of the convolution integral y(t)=f(t)h(t)=+f()h(t)d Given functions or data vectors for the system input (f(t)) and the impulse response (h(t)). Consider that the functions f(t) and h(t) are the same and equal to a rectangle function of width 2. In other words, f(t)=h(t)=u(t+1)u(t1) being u(t) the unit step function. The unit step function in MATLAB is the Heasive function. You are responsible for generating a code that does the following: - Plot f(),h(t), and the product f()h(t) for a given value of t. For plotting h(t), consider =0.5. Generate a graph for each plot in the same figure. Add axes labels and legend. You should end up with three labeled and titled graphs in the same figure. - What conclusions can you draw about the limits of the integral based on the overlap between f() and h(t) ? - Write a MATLAB script/code to evaluate the convolution integral symbolically and numerically for a given value of t