Multiple choice

Find the correct relationship between the given quantities: Quantity I: In Town A, 1000 people live, and men & women comprise exactly half the population each. While 70% of the entire population is literate, only 60% men are literate.Find percent women literates. Quantity II: In Town B, 2000 people live, and men & women comprise exactly half the population each. While 45% of the entire population is literate, only 40% of women are literate. Find percent men literates. दी गई मात्राओ में सही संबंध ज्ञात कीजिये: मात्रा I: एक क़स्बा A में, 1000 लोग रहते है, जिनमे पुरुष और महिलाये प्रत्येक जनसँख्या का ठीक आधा है| जबकि सम्पूर्ण आबादी का 70% साक्षर है, केवल 60% पुरुष साक्षर है. महिलाओं की साक्षरता प्रतिशत बताइए। मात्रा II: क़स्बे B में, 2000 लोग रहते है, जिनमे पुरुष और महिलाये प्रत्येक जनसँख्या का ठीक आधा है। जबकि सम्पूर्ण आबादी का 45% साक्षर है, केवल 40% महिलाएं साक्षर है। पुरुषो की साक्षरता प्रतिशत बताइए।

  1. Quantity II > Quantity I मात्रा II > मात्रा I

  2. Quantity I ≥ Quantity II मात्रा I ≥ मात्रा II

  3. Quantity I > Quantity II मात्रा I > मात्रा II

  4. Quantity I ≤ Quantity II मात्रा I ≤ मात्रा II

  5. Quantity I = Quantity II मात्रा I = मात्रा II
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C Correct answer
Explanation

Quantity I: Town A has 1000 people (500 men, 500 women). 70% literate = 700 people. 60% men literate = 300 men. Women literate = 700-300 = 400, so women literacy = 400/500 = 80%. Quantity II: Town B has 2000 people (1000 men, 1000 women). 45% literate = 900 people. 40% women literate = 400 women. Men literate = 900-400 = 500, so men literacy = 500/1000 = 50%. Therefore 80% > 50%, making Quantity I greater.

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