If in an AP, `S_(n)= qn^(2)` and ` S_(m) =qm^(2)` , where `S_(r)` denotes the of r terms of the AP

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In an AP it is given that ` S_(n)=qn^(2)and S_(m) =qm^(2). \" prove that \" s_(q) = q^(3)` In an AP it is given that ` S_(n)=qn^(2)and S_(m) =qm^(2). \" prove that \" s_(q) = q^(3)`
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If in an A.P, `S_n=n^2p` and `S_m=m^2p`, then `S_p` is equal to If in an A.P, `S_n=n^2p` and `S_m=m^2p`, then `S_p` is equal to
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