In any arithmetic progression

MATHEMATICS · Single correct · CBSE · Mathematics · Arithmetic Progressions · Arithmetic Progressions

Problem

In any arithmetic progression, the nnth term ana_n can be expressed using the partial sums SnS_n and Sn−1S_{n-1} as (a) an=Sn+Sn−1a_n = S_n + S_{n-1} (b) an=Sn−Sn−1a_n = S_n - S_{n-1} (c) an=SnSn−1a_n = \dfrac{S_n}{S_{n-1}} (d) an=Sn−1−Sn−2a_n = S_{n-1} - S_{n-2}

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