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Functions x(t) and h(t) are both rectangular puses as shown below. Apply the graphical convolution to determine yet)-x(t)-h(t) tor: a) A-1, B-, TI-25, T2-4s b) A-2, B-1TI-25, T2-4s (c) A-1, B-2, T1-2s, T2-4 s) Ti a1) For case (a), determine the convolution value of yft)-xtht) att-0.7: hes 2/5 Previous Trie (a2) For case (a), determine the convolution value of yit)-xth(t) at ty-2.95: Tries 2/s Frevious Trie (a3) For case (a), determine the convalution value of yft)-x(t)ht) at t-5.8: Tries i/s Previbus Trie (01) For case (b), determine the conwolution value of y at t-.7 Tries Dys b2) For case (b), determine the convolution value of yit)-xit) h(t) at t-2.95 b3) For case (), determine the coavolution value o y(t)-xit)h(t) at t-5.8 cl) For case (c), determine the convolution value of yt)-xt)h(t) att-0.7: | Smit Answer」 Tries 0/5 (C2) For case (c), determine the convolution value of yt)-xit)hit) att-2.95: Ties tys c3) For case (cl, cetermine the convolution value of yt)-xtht) at t-5.8: Answer Tries Dys

Please show all steps needed to take. Please at the minimum please show work for the first three parts. I don't understand where I am going wrong.
Bonus points if you can support the answer with MATLAB (please show your code and output graph).

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