Given the following matrices A and B, find an invertible matrix U such that UA = B: Solution Inverse of A= -0.0495, 0.0070, 0.0992, -0.0010 0.0609 ,-0.0633 ,0.0054 ,-0.0091 -0.1080 ,-0.0317, -0.0075, -0.1064 -0.0715 ,-0.0759 ,0.0106, 0.0298 so U=inv(A)*B= 1.0000, -9.0255, 2.5787, 6.4468 0, 1.3986, -0.1139, -0.2847 0, -0.8838, 1.2525, 0.6313 0.0000, -1.8884, 0.5396, 2.3489.

1. Given the following matrices A and B, find an invertible matrix U such that UA = B:
Solution
Inverse of A=
-0.0495, 0.0070, 0.0992, -0.0010
0.0609 ,-0.0633 ,0.0054 ,-0.0091
-0.1080 ,-0.0317, -0.0075, -0.1064
-0.0715 ,-0.0759 ,0.0106, 0.0298
so U=inv(A)*B=
1.0000, -9.0255, 2.5787, 6.4468
0, 1.3986, -0.1139, -0.2847
0, -0.8838, 1.2525, 0.6313
0.0000, -1.8884, 0.5396, 2.3489