Given F= [ 2 x ]
[ -4 3]
find the value of x such that F inverse (F^-1) doesn't exist. Show all work.
The key here is to find x such that the determinant of F is zero.
det(F)=2⋅3−(−4)⋅x=6+4xsolving det(F)=0 we get6+4x=0x=−32