If `S_(m)=m^(2) p and S_(n)=n^(2)p`, where ` m ne n` in an AP then prove that ` S_(p) =P^(3)`

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In an AP, if S_n=n^2and S_m=m^2 p, m ≠ n, then prove that S_p=p^3. (W) In an AP, if S_n=n^2and S_m=m^2 p, m ≠ n, then prove that S_p=p^3. (W)
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