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The number 94 is increased to 97 . What is the percentage by which the number was increased, to the nearest tenth of a percent? Answer:

The number 9494 is increased to 9797 . What is the percentage by which the number was increased, to the nearest tenth of a percent?\newlineAnswer:

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Q. The number 9494 is increased to 9797 . What is the percentage by which the number was increased, to the nearest tenth of a percent?\newlineAnswer:
  1. Identify Numbers: Identify the original number and the new number to find the amount of increase.\newlineThe original number is 9494, and the new number is 9797. The increase is the difference between the new number and the original number.\newlineIncrease = New Number - Original Number\newlineIncrease = 97−9497 - 94\newlineIncrease = 33
  2. Calculate Increase: Calculate the percentage increase based on the original number.\newlineThe formula for percentage increase is:\newlinePercentage Increase = (Increase/Original Number)×100(\text{Increase} / \text{Original Number}) \times 100\newlinePercentage Increase = (3/94)×100(3 / 94) \times 100
  3. Find Percentage Increase: Perform the division and multiplication to find the percentage increase.\newlinePercentage Increase = (394)×100(\frac{3}{94}) \times 100\newlinePercentage Increase ≈0.0319148936×100\approx 0.0319148936 \times 100\newlinePercentage Increase ≈3.19148936\approx 3.19148936
  4. Round to Nearest Tenth: Round the result to the nearest tenth of a percent.\newlineRounded Percentage Increase ≈3.2%\approx 3.2\%

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