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General Intelligence and ReasoningSeries
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What should come in place of the question mark in the series: 7, 21, 63, 189,?

A

567

B

378

C

547

D

587

Correct Answer

ЁЯзй RE тАв Reasoning Geometric Progression SeriesGeneral Intelligence and ReasoningSeries
Option A

567

Quick Summary:

Observe that each term is exactly 3 times the preceding term (x3 multiplication series).

ЁЯзйREReasoning SolutionGeometric Progression SeriesтП▒я╕П 10 Seconds
тЪб Quick Shortcut Trick

Observe that each term is exactly 3 times the preceding term (x3 multiplication series).

ЁЯУК Diagram / Illustration
GEOMETRIC PROGRESSION SERIES ANALYSIS 1 IDENTIFY PATTERN Ratio: 21/7 = 3, 63/21 = 3, 189/63 = 3 (Common Ratio r = 3) 2 FORMULA APPLICATION Next Term = Previous Term ├Ч 3 3 CALCULATION 189 ├Ч 3 = 567 4 FINAL RESULT The missing term is 567 Answer: A) 567
ЁЯзй Logic Steps
1

Analyze the pattern

Calculate the ratio between consecutive numbers: 21 / 7 = 3, 63 / 21 = 3, 189 / 63 = 3.

2

Calculate the missing term

Apply the identified multiplication factor (3) to the last term: 189 * 3 = 567.

ЁЯЪл Why Other Options Are Wrong

B: 378 is incorrect as it results from adding 189 instead of multiplying by 3; C: 547 is mathematically inconsistent with the multiplication factor; D: 587 is not a multiple of 189.

тЬЕ

A is correct because the series follows a geometric progression where each term is multiplied by 3 to obtain the next term, making 189 * 3 equal to 567.

Core Concepts Used
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Geometric Progression Arithmetic Patterns Multiplication Series
ЁЯТб EXAM TIP

For number series, always check the ratio between terms first. If the difference increases rapidly, it is likely a multiplication or power-based series rather than simple addition.

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