Find the value of 'n' if
`(n+4) ! = 56 (n+2) !`.

Find the value of n , if (2n - 1)/(n - 2) = 3

Find the value of n if: (i) (n+2)! = 12n! (ii) (n+2)! = 60(n-1)! (iii) (n+3)! = 2550 (n+1)! (iv) (n-2)! = 132. (n-4)! .

Find n, if (n + 6)! = 56 (n + 4)!

Find the value of n , if ((2n)! (n - 3)!)/((2n - 3)! n!) = 11

Find the value of n if: 2n! n! =(n+1)(n-1)(!(2n-1)!

Solve for n : (n+1) ! = 56 (n-1) !

Find n if: (n + 2)! = 56(n)!

Find the value of n if |_n/|_(n-2)=930,n>2

If (n + 2)! = 56 n! Find n.

Find the value of ( 2^(n+4) - 2 ( 2^n )) / ( 2(2^(n+3) )