उस विकल्प का चयन कीजिए, जिसमें संख्याएँ सही आरोही क्रम में हों।

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SSC CGL 2022 Tier-I Official Paper (Held On : 13 Dec 2022 Shift 2)
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  1. \(4 \over5\)\(2 \over3\)\(1 \over11\) और \(2 \over9\)
  2. \(1 \over11\)\(2 \over9\)\(2 \over3\) और \(4 \over5\)
  3. \(2 \over9\) , \(1 \over11\) , \(4 \over5\) और \(2 \over3\)
  4. \(2 \over3\)\(4 \over5\)\(1 \over11\) और \(2 \over9\)

Answer (Detailed Solution Below)

Option 2 : \(1 \over11\)\(2 \over9\)\(2 \over3\) और \(4 \over5\)
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Detailed Solution

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गणना:

\(1 \over11\)\(2 \over9\)\(2 \over3\)\(4 \over5\)

11, 9, 3 और 5 का लघुत्तम समापवर्त्य 495 है।

उपरोक्त भिन्न को 495 से गुणा करने पर,

⇒ \({1 \over11} \times 495\)\({2 \over9} \times 495\)\({2 \over3} \times 495\)\({4 \over5} \times 495\)

⇒ 45, 110, 330, 396

केवल विकल्प 2 में भिन्न सही आरोही क्रम में हैं।

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