(6+3+1 pts) Some matrix A has two eigenvalues, −2 and 3 . The corresponding eigenvectors are (1,1) and (1,0), respectively. (a) Find the general solution of the system x′=Ax. (b) Find the solution with initial condition $x−1(0)=5,x−2(0)=5$. Write your answer in the form x−1(t)=…,x−2(t)=… (c) Is it true that all solutions of the system x′=Ax tend to zero as t>+ infinity?