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The mean of four numbers a, b, c, d is 100. If c = 70, then the mean of the remaining numbers is

If the mean of a, b, c and d is 100, their sum is \(4 \times 100 = 400\). Removing c = 70 leaves 330 for the other three numbers, whose mean is \(\frac{330}{3} = 110\). 30…

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The mean of four numbers a, b, c, d is 100. If c = 70, then the mean of the remaining numbers is

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Correct answer D

If the mean of a, b, c and d is 100, their sum is 4×100=4004 \times 100 = 400. Removing c = 70 leaves 330 for the other three numbers, whose mean is 3303=110\frac{330}{3} = 110. 30 is merely the gap between the old mean and c, not the new mean.

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