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What is the percentage error in the calculation if Trisha multiplies a number N by 32*1/3 instead of 32*1/2?1. 66.66%2. 45.55%3. 33.33%4. 55.55% |
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Answer» Correct Answer - Option 3 : 33.33% Calculations : When N is multiplied by 32*1/3 or 32/3 we get N × 32/3 = (32/3)N When N is multiplied by 32*(1/2) or 16 we get, N × 16 = 16(N) Percent of error = [16(N) - 32/3(N)/16(N)] × 100 ⇒ [(16/3)N/16N] × 100 ⇒ 100/3 = 33.33% ∴ The percentage error will be 33.33% |
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