If `(n+3)! =56[(n+1)! ` fin n

If (n+3)! =56[(n+1)! ] find n

If (n+3)!=56[(n+1)!], find n

If (n+3)! =56xx(n+1)! , find the value of n.

If (n+1)! =90[(n-1)!], fin d n

If (n+1)!=90[(n-1)!], fin d n

If (n+3)! =56 x (n+1)!, Find the value of n.

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

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

If (n!)/((n-2)!)=56 , find the value of n

If n in N and Delta_ (n) = det [[n!, (N + 1)!, (N + 2)! (N + 1)!, (N + 2)!, (N + 3)! ( n + 2)!, (n + 3)!, (n + 4)!]] then lim_ (n rarr oo) ((3 ^ (n ^ (3)) - 5) Delta_ (n)) / (Delta_ (n + 1)) equals