If \( S_{r} \) denotes the sum of \( r \) terms of an \( \mathrm{A.P}\) and \( \frac{S_{a}}{a^{2....

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If \(S_{r}\) denotes the sum of \(r\) terms of an AP and \(\dfrac {S_{a}}{a^{2}} = \dfrac {S_{b}... If \(S_{r}\) denotes the sum of \(r\) terms of an AP and \(\dfrac {S_{a}}{a^{2}} = \dfrac {S_{b}...
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If \\( S_{r} \\) denotes the sum of \\( r \\) terms of an \\( \\mathrm{A.P}\\) , d is the consta.... If \\( S_{r} \\) denotes the sum of \\( r \\) terms of an \\( \\mathrm{A.P}\\) , d is the consta....
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