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[" Find remainder when "2" " is divided ...

[" Find remainder when "2" " is divided by "75," where "h in N" ."],[" Show that "6^(2n)-35n-1" is divisible by "1225" where "n in N,n>=2" ."]

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Find the remainder when 6^(n)-5n is divided by 25.

Prove that 6^(2n)-35n-1 is divisible by 1225 for all natural numbers of n.

Show that 10^(2n)-1 is divisible by 11 for all n in N .

Show that 2^(4n+4)-5n-15, where n in N is divisible by 225.

Show that 7^(n) +5 is divisible by 6, where n is a positive integer

Using binomial theorem prove that 6^(2n) - 35n - 1 is divisible by 1225, AA n in N

If n be a positive integer, then prove that 6^(2n)-35n-1 is divisible by 1225.

Show that 2^(4n+4)-15n-16, where n in N is divisible by 225.

Show that 2^(4n+4)-15n-16, where n in N is divisible by 225.