[" Matrices "],[" Mca-Single correct "],...

[" Matrices "],[" Mca-Single correct "],[" A if "A=[[2,-3],[-4,1]]" ,then adj "(3A^(2)+12A)" is equalto: "],[[" (1) "[[72,-84],[-63,51]]],[" (3) "[[51,84],[63,72]]]],[" (3) "[[51,84],[63,72]]]

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If A=[(2,-3),(-4,1)] then (3A^2+12A) is equal to (a) [(72,-84),(-63,51)] (b) [(51,63),(84,72)] (c) [(52,84),(63,72)] (d) [(72,-63),(-84,51)]

A=[[2,51,3]], then find A^(-1)

The matrix [(3,2),(5,1)] is

Write A^(-1) for A=[[2,51,3]]

Find eignvalues : A=[[-2,4,-63,-3,63,-4,7]]

63a^(3)+6a^(2)-12a+8

If A=[[-1,2],[3,4]] and B=[[2,-3],[5,1]] show that AB!=BA

If A=[[-1,2],[3,4]] and B=[[2,-3],[5,1]] show that AB!=BA

(72)^(2) = 51 x 4 Find the value of x.

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