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if A=[1,-1,2 1,-2,3 3,-1,2] Show that A^(-1)=(1/2)[-1,0,1 7,-4,-1 5,-2,-1]
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inverse matrix
One way to show that A^-1 is the inverse is to mult A * A^-1 and see if you get I another way is use Gauss-Jordan elimination on the augmented matrix [ A | I ] and use elimination to reduce A to I (which turns the I on the right-side into A inverse)
if we multiply a*a^-1 what should we get? 1 0 0 0 1 0 0 0 1 ?
yes. try it.
thanks!
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