Math, asked by yashvig17, 1 month ago

For a given arithmetic series the sum of the first 50 terms is 200 and the sum of the next 50 terms is 2700. The 26th term of the series is gamma. The value of greatest integer less than gamma is
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Answered by sibayanmohanty

For a given arithmetic series the sum of the first 50 terms is 200 and the sum of the next 50 terms is 2700. The 26th term of the series is gamma. The value of greatest integer less than gamma is

ans as fast as possible

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For a given arithmetic series the sum of the first 50 terms is 200 and the sum of the next 50 terms is 2700. The 26th term of the series is gamma. The value of greatest integer less than gamma is ans as fast as possible ​

Answers

For a given arithmetic series the sum of the first 50 terms is 200 and the sum of the next 50 terms is 2700. The 26th term of the series is gamma. The value of greatest integer less than gamma is
ans as fast as possible