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( \( 16093-2425-98.03-12 \% \) A. -106.62 B. -237.36 C. -467.53 D. -828.44

Ask by Hills Rodriguez. in the United States
Feb 03,2025

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The correct answer is not among the provided options.

Solución

To solve the given expression \( 16093-2425-98.03-12\% \), we need to follow the order of operations (PEMDAS): 1. Calculate the percentage: \( 12\% \) of a number is \( 0.12 \) times that number. 2. Subtract the calculated percentage from the number. 3. Perform the subtraction operations from left to right. Let's calculate step by step: 1. Calculate the percentage: \( 12\% \) of \( 16093 \) is \( 0.12 \times 16093 \). 2. Subtract the calculated percentage from the number: \( 16093 - 0.12 \times 16093 \). 3. Perform the subtraction operations from left to right: \( 16093 - 2425 - 98.03 \). Now, let's calculate the result step by step. Calculate the value by following steps: - step0: Calculate: \(16093-2425-98.03-0.12\times 16093\) - step1: Multiply the numbers: \(16093-2425-98.03-1931.16\) - step2: Subtract the numbers: \(11638.81\) The result of the expression \( 16093-2425-98.03-12\% \) is \( 11638.81 \). Therefore, the correct answer is: A. -106.62 is incorrect. B. -237.36 is incorrect. C. -467.53 is incorrect. D. -828.44 is incorrect. The correct answer is not among the options provided.

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Beyond the Answer

To solve \( 16093 - 2425 - 98.03 - 12 \% \), first, you need to compute \( 12 \% \) of the total so that you can subtract it accurately from the sum. That total is \( 16093 - 2425 - 98.03 \) which equals \( 13607.97 \). Next, calculate \( 12 \% \) of that amount, which is approximately \( 1632.96 \). Finally, subtract \( 1632.96 \) from \( 13607.97 \) to get around \( 11974.01 \). The options seem incorrect or unrelated, but it's a fun journey through percentages and subtraction! Although the presented options don't seem to align perfectly, understanding how percentages affect calculations can be essential in budgeting or financial planning. Many people often misunderstand percentages, so remember to always work step by step and, if in doubt, cross-check your calculations!

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