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Snow Dand Rounding Decimals * 1 Math Name: \( \qquad \) Round each decimal to the nearest tenth. 10.32 (2. 3.87 \( \qquad \) 0.3 30.709 30.7 \( \qquad \) (4) 12.75 (5) 12.745 6645.059 \( \qquad \) \( \qquad \) \( \qquad \)

Ask by Jimenez Lane. in the United States
Feb 02,2025

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Answer

Here are the rounded values to the nearest tenth: 1. 10.32 → 10.3 2. 3.87 → 3.9 3. 0.3 → 0.3 4. 30.709 → 30.7 5. 12.75 → 12.8 6. 12.745 → 12.7 7. 6645.059 → 6645.1

Solution

Round the number by following steps: - step0: Round \(0.3\) to \(1\) decimal places using standard rounding method: \(0.3\) Round the number \( 10.32 \) to nearest tenth. Round the number by following steps: - step0: Round \(10.32\) to \(1\) decimal places using standard rounding method: \(10.32\) - step1: Round \(10.32\) to \(1\) decimal places using standard rounding method\(:\) \(10.3\) Round the number \( 12.745 \) to nearest tenth. Round the number by following steps: - step0: Round \(12.745\) to \(1\) decimal places using standard rounding method: \(12.745\) - step1: Round \(12.745\) to \(1\) decimal places using standard rounding method\(:\) \(12.7\) Round the number \( 6645.059 \) to nearest tenth. Round the number by following steps: - step0: Round \(6645.059\) to \(1\) decimal places using standard rounding method: \(6645.059\) - step1: Round \(6645.059\) to \(1\) decimal places using standard rounding method\(:\) \(6645.1\) Round the number \( 3.87 \) to nearest tenth. Round the number by following steps: - step0: Round \(3.87\) to \(1\) decimal places using standard rounding method: \(3.87\) - step1: Round \(3.87\) to \(1\) decimal places using standard rounding method\(:\) \(3.9\) Round the number \( 12.75 \) to nearest tenth. Round the number by following steps: - step0: Round \(12.75\) to \(1\) decimal places using standard rounding method: \(12.75\) - step1: Round \(12.75\) to \(1\) decimal places using standard rounding method\(:\) \(12.8\) Round the number \( 30.709 \) to nearest tenth. Round the number by following steps: - step0: Round \(30.709\) to \(1\) decimal places using standard rounding method: \(30.709\) - step1: Round \(30.709\) to \(1\) decimal places using standard rounding method\(:\) \(30.7\) Here are the rounded values to the nearest tenth for each decimal: 1. \( 10.32 \) rounds to \( 10.3 \) 2. \( 3.87 \) rounds to \( 3.9 \) 3. \( 0.3 \) remains \( 0.3 \) 4. \( 30.709 \) rounds to \( 30.7 \) 5. \( 12.75 \) rounds to \( 12.8 \) 6. \( 12.745 \) rounds to \( 12.7 \) 7. \( 6645.059 \) rounds to \( 6645.1 \) Feel free to ask if you need further assistance!

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Did you know that rounding decimals has been a fundamental math skill for centuries? The practice can be traced back to ancient cultures, such as the Babylonians, who used forms of rounding in their own numerical systems for trade and astronomy. Today, rounding helps us simplify numbers in everyday life, making calculations quicker while keeping them accurate enough for general use! Rounding decimals isn't just about getting the right answer but also avoiding common pitfalls. For example, when rounding 12.745 to the nearest tenth, remember that you look at the hundredths place (4) to decide the fate of your tenths place (7). If it's 5 or higher, you add one to the tenths; if it’s lower, you keep it the same. Watch those sneaky five's!

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