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ATQ, Quantity I: Let the cost price of each egg be Rs. 'p' So, cost price of 30 eggs = 30 × p = Rs. '30p' Selling price of each egg = 30p ÷ 18 = Rs. '(5p/3) ' So, profit earned = (5p/3) - p = (2p/3) So, (2p/3) = 90 Or, p = 135 So, selling price of 20 eggs = (5p/3) × 20 = (5 × 135 ÷ 3) × 20 = Rs.4,500 So, Quantity I = Rs. 4,500 Quantity II: Compound interest = Sum × {1 + (rate of interest/100) } time period - Sum So, compound Interest earned = 240000 × (1.2)2 - 24000 = Rs. 1,05,600 Simple interest = Sum × rate of interest × time period in years ÷ 100 So, simple interest earned = (240000 × 21 × 2) ÷ 100 = Rs. 1,00,800 So, required difference = 105600 - 100800 = Rs. 4,800 So, Quantity II = Rs. 4,800 So, Quantity I < Quantity II
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