If \( S_{1} \) be the sum of \( (2 n+1) \) terms of an A.P. and \( S_{2} \) be the sum of its od...

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If S_1 be the sum of (2n + 1) terms of an A.P. and S_{2} be the sum of its odd terms, then th If S_1 be the sum of (2n + 1) terms of an A.P. and S_{2} be the sum of its odd terms, then th
If `S_1` be the sum of `(2n+1)` term of an A.P. and `S_2` be the sum of its odd terms then prove... If `S_1` be the sum of `(2n+1)` term of an A.P. and `S_2` be the sum of its odd terms then prove...
If S_1 be the sum of (2n+1) terms of an A.P. and S_2 be the sum of its odd terms, then prove that: S If S_1 be the sum of (2n+1) terms of an A.P. and S_2 be the sum of its odd terms, then prove that: S
If S be the sum of first (2n+1) terms of an A.P and the sum of terms in odd positions of these (... If S be the sum of first (2n+1) terms of an A.P and the sum of terms in odd positions of these (...
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If the sum of first n terms of an A.P. is 3n^2 + 2n , find its r^(th)term. | 10 | MIXED PRACTICE... If the sum of first n terms of an A.P. is 3n^2 + 2n , find its r^(th)term. | 10 | MIXED PRACTICE...
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