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n P5 = 10 . (n-1) P2
n! / (n-5) ! = 10. (n-1) ! / (n-1-2)!
n !/ (n-5 ) ! = 10 . (n-1) ! / (n-3) !
n ! / (n-1)! = 10. (n-5)! / (n-3) !
n (n-1) ! / (n-1) ! = 10 (n-5)! / (n-3)(n-4)(n-5)!
n = 10 /(n-3)(n-4)
n(n-3)(n-4)= 10
5(2)(1) = 10
n = 5
..
b)
nP4 = 16. (n-1)P3
n! /(n-4)! = 16. (n-1)! / (n-4)!
n! /(n-1)! = 16 . (n-4)!/(n-4)!
n (n-1) !/ (n-1)! = 16
n = 16