[" Show that "A=[[2,-3],[3,4]]" satutent the to "],[x^(2)-6x+17=0" .Hence fund "A^(-1)]

Show that A=[[2,-3],[3,4]] satisfies the equation A^(2)-6A+17=0 .Hence find A^(-1)

Show that A=[[2,-3],[3,4]] satisfies the equation A^(2)-6A+17=0. Hence find A^(-1)

Show that A=|[2,-3], [3 ,4]| satisfies the equation x^2-6x+17=0 . Hence, find A^(-1) .

Show that A=[2-334] satisfies the equation x^(2)-6x+17=0. Hence,find A^(-1)

Show that the matrix A= [(2,-3),(3,4)] satisfies the equation x^(2) - 6x + 17 = 0. Hence find A^(-1)

Show that A =((2,-3)(3,4)) satisfies equation x^2-6x+17=0 . Hence find A^-1 .

Show that A = [(-8,5),(2,4)] satsfies the equation x^2 + 4x - 42= 0 . Hence find A^-1

If A =[[2,-3],[3,4]] , show that A^2-6A+17I=0 , Hence find A^-1

If A=[[2,-33,4]], show the A^(2)-6A+17I=0. Hence find A^(-1)

Show that the matrix A=({:(2,-3),(3,4):}) satisfies the equation A^(2)-6A+17I=O and hence find A^(-1) where I is the identity matrix and O is the null matrix of order 2 times 2 .