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\( 54 \% \) of \( \$ 789.56= \) \( A \$ 363.20 \) \( B \$ 426.36 \) \( C \$ 426.37 \) \( D \$ 26.38 \)

Ask by Wilson Little. in the United States
Mar 05,2025

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The answer is \$426.36, choice B.

Solución

Calculate the value by following steps: - step0: Calculate: \(0.54\times 789.56\) - step1: Multiply the numbers: \(426.3624\) To find \( 54\% \) of \( \$ 789.56 \), we can calculate it as follows: 1. Convert the percentage to a decimal: \[ 54\% = 0.54 \] 2. Multiply the decimal by the amount: \[ 0.54 \times 789.56 = 426.3624 \] Now, rounding \( 426.3624 \) to two decimal places gives us \( 426.36 \). Thus, the answer is \( B \) \( \$ 426.36 \).

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To calculate \( 54 \% \) of \( \$ 789.56 \), you multiply \( 789.56 \) by \( 0.54 \). So: \[ 0.54 \times 789.56 \approx 426.36 \] Thus, the answer is \( B \$ 426.36 \). Isn't it fascinating how percentages work? Imagine trying to split a pizza with friends! Knowing how to quickly calculate portions, like a percentage, makes life more deliciously efficient. If you're dealing with percentages frequently, you might enjoy reading about "mental math techniques." They can sharpen your skills and speed up your calculations without needing a calculator every time. Plus, it's a handy party trick!

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