There are two types of boxes small and large. Identical sweets are sold in these two types of boxes and selling price of larger box is 50% more than selling price of small box. The selling price per gram of sweets in large box is 24% less than selling price per gram of sweets in small box. Find by what percent (approx.) the weight of sweets in larger box exceeds that of in small box.
Let the selling price of small box = 2a So, selling price of large box = 2a × (150/100) = 3a Let weight of small and larger box be 100 and q respectively Given, selling price per gram of sweets in large box is 24% less than selling price per gram of sweets So, (2a/100) × 0.76 = 3a/q q = 300/1.52 =197.36 ≈ 197 So, weight of sweets in larger box exceeds by 97% that of in small box
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