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The average weight of A, B, C, D, and E is 48 kg while the average weight of C and E is 42 kg. If the weight of F is also added, then the average weight of all six is reduced by 2.5 kg. Find the average weight of A, B, D, and F.
52.25 kg
42.25 kg
47.25 kg
57.25 kg
45.25 kg
- The average weight of A, B, C, D, and E is 48 kg. So, their total weight is 5 * 48 kg = 240 kg.
- The average weight of C and E is 42 kg. Hence, their total weight is 2 * 42 kg = 84 kg.
- The weight of (A + B + D) is 240 kg - 84 kg = 156 kg.
- Adding F, we have A, B, C, D, E, F. The average weight of these 6 is reduced by 2.5 kg to 45.5 kg.
- Thus, the total weight becomes 6 * 45.5 kg = 273 kg.
- The weight of F is 273 kg - 240 kg = 33 kg.
- The average weight of A, B, D, and F is (156 kg + 33 kg) / 4 = 47.25 kg.
Option 3: 47.25 kg
By: Parvesh Mehta ProfileResourcesReport error
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