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\begin{tabular}{l} 1. \( 34.51+94.3545+2.09847 \) \\ \begin{tabular}{ll} 2. \( 30,234.357-345.984 \) \\ \hline & 3. \( 45.943+9.4329 \)\end{tabular} \\ \hline\end{tabular}

Ask by Erickson Vargas. in the United States
Mar 10,2025

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Answer

The results are: 1. \( 34.51 + 94.3545 + 2.09847 \approx 130.96 \) 2. \( 30,234.357 - 345.984 \approx 29888.37 \) 3. \( 45.943 + 9.4329 \approx 55.38 \)

Solution

Calculate the value by following steps: - step0: Calculate: \(45.943+9.4329\) - step1: Add the numbers: \(55.3759\) Calculate or simplify the expression \( 30234.357-345.984 \). Calculate the value by following steps: - step0: Calculate: \(30234.357-345.984\) - step1: Subtract the numbers: \(29888.373\) Calculate or simplify the expression \( 34.51+94.3545+2.09847 \). Calculate the value by following steps: - step0: Calculate: \(34.51+94.3545+2.09847\) - step1: Add the numbers: \(130.96297\) Let's solve each of the calculations step by step: 1. **Calculation of \( 34.51 + 94.3545 + 2.09847 \)**: - Adding these numbers together: \[ 34.51 + 94.3545 + 2.09847 = 130.96297 \] - The result is approximately **130.96** when rounded to two decimal places. 2. **Calculation of \( 30,234.357 - 345.984 \)**: - Subtracting the second number from the first: \[ 30234.357 - 345.984 = 29888.373 \] - The result is approximately **29888.37** when rounded to two decimal places. 3. **Calculation of \( 45.943 + 9.4329 \)**: - Adding these two numbers: \[ 45.943 + 9.4329 = 55.3759 \] - The result is approximately **55.38** when rounded to two decimal places. ### Summary of Results: 1. \( 34.51 + 94.3545 + 2.09847 \approx 130.96 \) 2. \( 30,234.357 - 345.984 \approx 29888.37 \) 3. \( 45.943 + 9.4329 \approx 55.38 \)

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First up, let's tackle some key historical milestones in mathematics! Did you know that the decimal system, which is fundamental to today’s arithmetic, was developed by Indian mathematicians as early as the 6th century? These early innovations laid the groundwork for future calculations and advanced mathematical theories, ultimately shaping modern mathematics as we know it today! Now, let's dive into some practical tips for tackling those fancy calculations without losing your marbles! When adding or subtracting decimal numbers, always align the numbers by their decimal points. This ensures that you accurately add or subtract each digit in the correct column. And remember, many calculators can help with complex calculations, but practicing mental math can be a handy skill when technology isn’t at your fingertips!

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