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[ Find the Degree of Precision for the following measurement. 9.1837 in. 0.0001 in. O 0.001 in. O 0.00001 in. O 0.01 in.



User Queena
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1 Answer

5 votes

Answer:

the degree of precision for the measurement 9.1837 in. is 0.0001 in. This means that the measurement is accurate to the nearest 0.0001 inch.

Explanation:

To find the degree of precision for the measurement 9.1837 in., we need to identify the smallest increment or division that can be measured accurately.

Here's how we can determine the degree of precision:

1. Look at the smallest value provided as options: 0.0001 in., 0.001 in., 0.00001 in., and 0.01 in.

2. Compare the decimal places of the measurement 9.1837 in. with the decimal places of each option.

3. The measurement 9.1837 in. has four decimal places, so we need to find the option that matches or has more decimal places.

4. Among the options, only 0.0001 in. has four decimal places, which matches the measurement 9.1837 in.

5. Therefore, the degree of precision for the measurement 9.1837 in. is 0.0001 in.

In summary, the degree of precision for the measurement 9.1837 in. is 0.0001 in. This means that the measurement is accurate to the nearest 0.0001 inch.

User Janne Aukia
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