Consider the set of all positive multiples of

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

Problem

Consider the set of all positive multiples of 99. When these numbers are written in ascending order, which statement correctly classifies the sequence? (a) Finite AP because there is a largest multiple of 99 (b) Infinite GP because each term can be written as 9×2n9\times 2^n (c) Infinite AP because the multiples continue without end (d) Not an AP because the terms are unevenly spaced

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