Choose the option in which the relationship among the numbers is the same as in the given group of numbers: (26, 144, 18)
Choose the option in which the relationship among the numbers is the same as in the given group of numbers:
विकल्प का चयन करें जो तीसरे अक्षर युग्म उसी तरह संबंधित है जैसे दूसरा अक्षर युग्म पहले अक्षर युग्म से संबंधित है|
(26, 144, 18)
Detailed Solution & Logic
Correct Answer:
(21, 108, 12)
Given group:
$(26, 144, 18)$
Relation:
$26 + 18 = 44$
और
$44 \times 3 = 132$ → नहीं
दूसरा pattern check करें:
$26 - 18 = 8$
$8 \times 18 = 144$
Relation is:
$(पहला - तीसरा) \times तीसरा = दूसरा$
अब options check करें:
- $(18,120,13)$
$(18-13)\times13 = 5\times13 = 65 \neq 120$ - $(28,190,16)$
$(28-16)\times16 = 12\times16 = 192 \neq 190$ - $(21,108,12)$
$(21-12)\times12 = 9\times12 = 108$ ✓ - $(31,196,24)$
$(31-24)\times24 = 7\times24 = 168 \neq 196$
Correct answer: (21, 108, 12)
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