Find the matrix exponentialM(t)=e tA=e ( 5−3​6−4​)tThe eigenvalues ofAareλ 1​=−1andλ 2​=2. In the event that your answer is incorrect the grader will attempt to provide feedback on your solution. Enter the matrix componentwise below. Recall that multiplication must be explicitly denoted by∗. I would recommend usingexp(−1∗t)to denotee −1t, rather thane ∧(−1 ∗t)ore ⋆∗(−1 ∗t)M 11​(t)=[M 21​(t)=​}M 12​(t)=M 22​(t)=​This question is complete and cannot be answered again. Correct answer The matrix exponential is given bye tA=( 2e 2t−e −t−e 2t+e −t​2e 2t−2e −t−e 2t+2e −t​)



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