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General Intelligence and ReasoningCoding-Decoding
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In a certain code language, 'ROAD' is coded as '5821' and 'DORA' is coded as '1852'. What is the code for 'A' in the given language?

A

5

B

8

C

2

D

1

Correct Answer

ЁЯзй RE тАв Reasoning Pattern DetectionGeneral Intelligence and ReasoningCoding-Decoding
Option C

2

Quick Summary:

Identify common letters in both words (ROAD and DORA) and map their positions to the corresponding digits to isolate the value of A.

ЁЯзйREReasoning SolutionPattern DetectionтП▒я╕П 15 Seconds
тЪб Quick Shortcut Trick

Identify common letters in both words (ROAD and DORA) and map their positions to the corresponding digits to isolate the value of A.

ЁЯУК Diagram / Illustration
CODING-DECODING: LETTER MAPPING GIVEN PATTERN MAPPING ROAD DORA COMMON 5 8 2 1 1 8 5 2 R=5, O=8, D=1 ROAD = 5821 DORA = 1852 ISOLATING 'A' ROAD DORA RESULT R, O, D = 5, 8, 1 R, O, D = 5, 8, 1 A = 2 Final Code for 'A' is 2
ЁЯзй Logic Steps
1

Mapping the letters

Compare ROAD (5821) and DORA (1852). Letters R, O, A, D appear in both. R=5, O=8, A=2, D=1.

2

Verification of positions

In ROAD: R=5, O=8, A=2, D=1. In DORA: D=1, O=8, R=5, A=2. Both confirm A=2.

ЁЯЪл Why Other Options Are Wrong

A: 5 corresponds to R, not A. B: 8 corresponds to O, not A. D: 1 corresponds to D, not A.

тЬЕ

C is correct because by comparing the positional mapping of letters in ROAD and DORA, we find that A consistently maps to the digit 2.

Core Concepts Used
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Direct Letter Mapping Positional Coding Pattern Comparison
ЁЯТб EXAM TIP

In coding-decoding questions with anagrams, look for identical letters appearing in different positions to quickly deduce individual letter values without complex arithmetic.

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