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मान निकाले (99)^(5)...

मान निकाले
`(99)^(5)`

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Compute (99)^(5)

Using binomial theorem compute the following: (99)^(5)

lim_ (n rarr oo) (1 ^ (99) + 2 ^ (99) + 3 ^ (99) + ...... n ^ (99)) / (n ^ (100)) =

An equation a_(0) + a_(2)x^(2) + "……" + a_(99)x^(99) + x^(100) = 0 has roots .^(99)C_(0), .^(99)C_(1), ^(99)C_(2), "…..", .^(99)C_(99) The value of (.^(99)C_(0))^(2) + (.^(99)C_(1))^(2) + "….." + (.^(99)C_(99))^(2) is equal to

An equation a_(0) + a_(2)x^(2) + "……" + a_(99)x^(99) + x^(100) = 0 has roots .^(99)C_(0), .^(99)C_(1), ^(99)C_(2), "…..", .^(99)C_(99) The value of (.^(99)C_(0))^(2) + (.^(99)C_(1))^(2) + "….." + (.^(99)C_(99))^(2) is equal to