B3 and B4 are as follows:B1 = 2 × B2B3 = 0.5 × B2B4 = B2 + 10 = B1 – 10.Inserting the value of B1 = 2 × B2.→ B2 + 10 = 2 × B2 – 10.B2 = 20.B4 = 20 + 10 = 30.Thus, WEIGHT of B4 is 30 KG.

"> B3 and B4 are as follows:B1 = 2 × B2B3 = 0.5 × B2B4 = B2 + 10 = B1 – 10.Inserting the value of B1 = 2 × B2.→ B2 + 10 = 2 × B2 – 10.B2 = 20.B4 = 20 + 10 = 30.Thus, WEIGHT of B4 is 30 KG.

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Among four bags, B1 is twice the weight of B2. B3 is half of the weight of B2. B4 is 10 kg heavier to B2, but 10 kg lighter to B1. What is the weight (in kg) of B4?

Logical and Verbal Reasoning Ranking Puzzle in Logical and Verbal Reasoning . 3 years ago

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According to the question the relation between B1, B2, B3 and B4 are as follows:B1 = 2 × B2B3 = 0.5 × B2B4 = B2 + 10 = B1 – 10.Inserting the value of B1 = 2 × B2.→ B2 + 10 = 2 × B2 – 10.B2 = 20.B4 = 20 + 10 = 30.Thus, WEIGHT of B4 is 30 KG.

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