Question:
In the given figure, EF and HJ are coded as 30 and 80, respectively. Which one among the given options is most appropriate for the entries marked (i) and (ii)?
In the given figure, EF and HJ are coded as 30 and 80, respectively. Which one among the given options is most appropriate for the entries marked (i) and (ii)?
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In diagram-based coding questions, observe positional relationships and value patterns. Often, values are derived based on relative positions, symmetry, or arithmetic sequences.
Updated On: May 31, 2025
- \( {(i) EH; (ii) 40} \)
- \( {(i) JK; (ii) 36} \)
- \( {(i) EG; (ii) 42} \)
- \( {(i) PS; (ii) 14} \)
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The Correct Option is C
Solution and Explanation
From the figure, it appears that codes are assigned based on the lengths or weights of the segments or a possible pattern.
We're given:
\[ {EF} = 30, \quad {HJ} = 80, \quad {Other segments: FG, etc.} \]
Checking the relative arrangement of known values and trying to match with appropriate letter pairings and the provided code, we test each option:
- Option (C): EG is adjacent and seems plausible in sequence. When checked against the pattern and placement of values (e.g., 35, 30, 80), the number 42 for EG fits as a median-like progression.
Hence, Option (C) offers the most consistent logic in terms of both sequence and corresponding values.
We're given:
\[ {EF} = 30, \quad {HJ} = 80, \quad {Other segments: FG, etc.} \]
Checking the relative arrangement of known values and trying to match with appropriate letter pairings and the provided code, we test each option:
- Option (C): EG is adjacent and seems plausible in sequence. When checked against the pattern and placement of values (e.g., 35, 30, 80), the number 42 for EG fits as a median-like progression.
Hence, Option (C) offers the most consistent logic in terms of both sequence and corresponding values.
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