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 A.P. and `S_a/a^2=S_b/b^2=c`. Then `S_c=` (A) `c^3` If `S_r` denotes the sum of r terms of an A.P. and `S_a/a^2=S_b/b^2=c`. Then `S_c=` (A) `c^3`
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