Explanation Given Information: The set of measurements 16.8 cm; 19 .7 m; 0 .14 km; 240 m . Formula used: The procedure to add the set of measurements is: Check whether all the measurements are in the same units. If they are not in the same measurements, convert the measurements to any common unit of measurement. Add the set of measurements. Finally, round the result to the precision which is same as the least precise measurement. Calculation: Consider the provided set of measurements, 16.8 cm; 19 .7 m; 0 .14 km; 240 m As the provided set of measurements are of the different units, first convert each measurement to the same unit, in meters as; 16.8 cm → 0 .168 m 19 .7 m → 19 .7 m 0 .14 km → 140 m 240 m → 240 m Now add the measurements. 0 .168 m + 19 .7 m + 140 .0 m + 240.0 m = 399.868 m For the provided set of measurements, the precision of the measurements is: Measurement Precision 0

11th Edition

ISBN: 9781285199191

Author: Dale Ewen, C. Robert Nelson

Publisher: Cengage Learning

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Chapter 4, Problem 24R

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To calculate: The sum of the set of measurements 16.8 cm; 19.7 m; 0.14 km; 240 m using the rules of addition for measurements.

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Chapter 4, Problem 23R

Chapter 4, Problem 25R

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The sum of the set of measurements 16.8 cm; 19 .7 m; 0 .14 km; 240 m using the rules of addition for measurements.

Solution Summary: The author calculates the sum of the set of measurements using the rules of addition for measurements.

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To calculate: The sum of the set of measurements 16.8 cm; 19.7 m; 0.14 km; 240 m using the rules of addition for measurements.

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