Question: Thank you! (1 point) In this problem you will solve the nonhomogeneous system ->' _1 _2 - + y = J' 4 3 A. Write

Thank you!

(1 point) In this problem you will solve the nonhomogeneous system ->' _1 _2 - + y = J' 4 3 A. Write a fundamental matrix for the associated homogeneous system eAt(cos(2t)sin(2t)) eAt(cos(2t)sin(2t)) \\I! = eAt(2cos(2t)) eAt(23in(2t)) B. Compute the inverse eAt(23in(2t))/(e/'t(2sin(2t))eAt(-t -e/\\t(cos(2t)-sin(2t))/(e'\\t(23in(2 'P'1 = eAt(2cos(2t))/(e/\\t(2sin(2t))e/'tl eAt(cos(2t)sin(2t))/(e/\\t(2sin(2 } 0. Multiply by g and integrate furlUi gt (Do not include cl and 62 in your answers). D. Give the solution to the system .1. + (Do not include c1 and c2 in your answers). +61 +02

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