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How do you find the precision for 120 meters? - Answers

To determine the precision for a measurement of 120 meters, you need to consider the context of the measurement. Precision refers to the degree of refinement in a measurement, often indicated by the number of significant figures. If the measurement is given as 120 with no decimal places, it typically has three significant figures, suggesting that the value is precise to the nearest meter. If it were expressed as 120.0 meters, it would have four significant figures, indicating greater precision.



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How do you find the precision for 120 meters? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_find_the_precision_for_120_meters

To determine the precision for a measurement of 120 meters, you need to consider the context of the measurement. Precision refers to the degree of refinement in a measurement, often indicated by the number of significant figures. If the measurement is given as 120 with no decimal places, it typically has three significant figures, suggesting that the value is precise to the nearest meter. If it were expressed as 120.0 meters, it would have four significant figures, indicating greater precision.



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https://math.answers.com/math-and-arithmetic/How_do_you_find_the_precision_for_120_meters

How do you find the precision for 120 meters? - Answers

To determine the precision for a measurement of 120 meters, you need to consider the context of the measurement. Precision refers to the degree of refinement in a measurement, often indicated by the number of significant figures. If the measurement is given as 120 with no decimal places, it typically has three significant figures, suggesting that the value is precise to the nearest meter. If it were expressed as 120.0 meters, it would have four significant figures, indicating greater precision.

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      To determine the precision for a measurement of 120 meters, you need to consider the context of the measurement. Precision refers to the degree of refinement in a measurement, often indicated by the number of significant figures. If the measurement is given as 120 with no decimal places, it typically has three significant figures, suggesting that the value is precise to the nearest meter. If it were expressed as 120.0 meters, it would have four significant figures, indicating greater precision.

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