If n^P4 = 12 x n^P2 ,
the n is equal to
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Answer:
n(n-1) [(n-2)(n-3)-12]=0
n(n-1) (n^2-5n+6-12)=0
n(n-1) (n^2-5n-6)=0
n(n-1) [n^2-(6-1)n-6]=0
n(n-1) [n^2-6n+n-6]=0
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