If T17=T18 in expansion of (2+a)^50 ; find a | Terms of Binomial Expansion | Binomial Theorem

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If T17=T18 in 0:05:53

If T17=T18 in expansion of (2+a)^50 ; find a | Terms of Binomial Expansion | Binomial Theorem

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find 'a' if 17th & 18th terms of the expansion (2+a)^50 are equal |step by step|

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If the 17th and 18th terms in the expansion of `(2+a)^(50)` are equal , find the value of a.

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Find a if the `17^(t h)` and `18^(t h)` terms of the expansion `(2+1)^(50)` are equal....

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Find a if the `17^(t h)` and `18^(t h)` terms of the expansion `(2+1)^(50)` are equal....

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'Find a if 17th and 18th terms in the expansion of `(2+a)^(50)` are equal.'

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Find a if the 17th and 18th terms of the expansion (2+a)^50 are equal | Binomial Theorem | Class 11

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