IPMAT Indore 2022 (SA) - The 3^rd , 14^th and 69^th terms of an arithmetic progression form three distinct and consecutive terms of a geometric progression. If the next term of the geometric progression is the n^th term of the arithmetic progression, then n equals ________. | PYQs + Solutions | AfterBoards
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IPMAT Indore 2022 (SA) PYQs

IPMAT Indore 2022

Algebra
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Progression & Series

Medium

The 3rd ,14th 3^{\text {rd }}, 14^{\text {th }} and 69th 69^{\text {th }} terms of an arithmetic progression form three distinct and consecutive terms of a geometric progression. If the next term of the geometric progression is the nth n^{\text {th }} term of the arithmetic progression, then nn equals ________.

Entered answer:

Correct Answer: 344

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