Home
Class 12
MATHS
Using binomial theorem, prove that 50^(n...

Using binomial theorem, prove that `50^(n)-49n-1` is divisible by `49^(2)` for all positive integers n.

Promotional Banner

Similar Questions

Explore conceptually related problems

Using binomial theorem , Prove that 2^(3n)-7n-1 is divisible by 49.

Using binomial theorem, prove that 5^(4n)+52n-1 is divisible by 676 for all positive integers n.

Using binomial theorem, prove that 5^(4n)+52n-1 is divisible by 676 for all positive integers n.

Using binomial theorem prove that 50^n - 49n - 1 is divisible by 49^2, AA n in N

Using binomial theorem prove that 50^n - 49n - 1 is divisible by 49^2, AA n in N

Using binomial theorem ,Prove that 3^(3n)-26n -1 is divisible by 676.

Using binomial theorem , Prove that a^(n)-b^(n) is divisible by (a-b)

Using binomial theorem prove that 2^(3n)-7n-1 is divisible by 49, where ninN

49^(n)+16n-1 is divisible by

By using binomial theorem prove that (2^(3n)-7n-1) is divisible by 49 where n is a positive integer.