If the 17th and 18th terms in the expansion of (2 + a)50 are equal, find the value of a.
Given : ![]()
To Find : value of a
For (2 + a)50
A=2, b=a and n=50
We have, ![]()
For the 17th term, r=16
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For the 18th term, r=17
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As 17th and 18th terms are equal
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……..![]()

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……..![]()
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• a = 1122
Conclusion : value of a = 1122