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Use \( <^{\prime},>^{\prime} \) or \( { }^{\prime}= \) ' to compare the numbers. \( 6.288 \quad 6.869 \)

Ask by Pena Maxwell. in the United States
Feb 26,2025

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\( 6.288 < 6.869 \)

Solution

To compare the numbers \( 6.288 \) and \( 6.869 \), we can look at them digit by digit from left to right. 1. **Compare the whole number part**: Both numbers have the same whole number part, which is \( 6 \). 2. **Compare the tenths place**: - In \( 6.288 \), the tenths digit is \( 2 \). - In \( 6.869 \), the tenths digit is \( 8 \). - Since \( 2 < 8 \), we can conclude that \( 6.288 < 6.869 \). Thus, the comparison can be expressed as: \[ 6.288 < 6.869 \]

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\( 6.288 <^{\prime} 6.869 \) To compare these two numbers, notice that both have the same whole number part, which is 6. Focus on the decimal parts: 0.288 and 0.869. Since 0.869 is larger than 0.288, it confirms that 6.869 is greater than 6.288, leading to the comparison \( 6.288 <^{\prime} 6.869 \).

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