If an n X n matrix B with det (B) + 0, then for each vector b in R", Bx = b_has several solutions x = B-lb, where B-l is the inverse of B. True O False

what is the x on this matrix; Ax(D+Bx)^-1 = C

Can The solver please include hand written step and all matrix notation possible? Thank you!

Show that if A is square matrix that satisfies the equation 2 A² - A - I = O, then its inverse is A-¹ = 2 A-I. The equation 24² - A - I = O implies that ---Select--- ✓. It follows that ---Select--- ✓. Notice the last equation means that ---Select--- multiplied with A is the identity, which is what we wanted to prove.