What is the equivalent of the distance 10.75 ft (10.75m)?

Study for the Alabama Wastewater Collection Grade 1C Test. Includes flashcards and multiple choice questions, with hints and explanations for each question. Prepare effectively for your exam!

Multiple Choice

What is the equivalent of the distance 10.75 ft (10.75m)?

Explanation:
The equivalent of the distance 10.75 feet can be understood by converting the decimal part of the measurement into inches for a more precise representation. In this case, 10.75 feet can be broken down as follows: The whole number part is 10 feet, and the decimal part, which is 0.75 feet, can be converted into inches. Since there are 12 inches in a foot, you can calculate: 0.75 feet x 12 inches/foot = 9 inches. Thus, when combined, 10.75 feet is equivalent to 10 feet and 9 inches. In terms of metric units, 10.75 meters can be approached similarly, with 0.75 meters being converted into centimeters: 0.75 meters x 100 centimeters/meter = 75 centimeters. So the metric equivalent is 10 meters and 75 centimeters. This understanding aligns with the choice that specifies 10 ft 9 in (10 m 75 cm), verifying that the answer accurately represents both the imperial and metric conversions of the measurement.

The equivalent of the distance 10.75 feet can be understood by converting the decimal part of the measurement into inches for a more precise representation. In this case, 10.75 feet can be broken down as follows:

The whole number part is 10 feet, and the decimal part, which is 0.75 feet, can be converted into inches. Since there are 12 inches in a foot, you can calculate:

0.75 feet x 12 inches/foot = 9 inches.

Thus, when combined, 10.75 feet is equivalent to 10 feet and 9 inches.

In terms of metric units, 10.75 meters can be approached similarly, with 0.75 meters being converted into centimeters:

0.75 meters x 100 centimeters/meter = 75 centimeters.

So the metric equivalent is 10 meters and 75 centimeters.

This understanding aligns with the choice that specifies 10 ft 9 in (10 m 75 cm), verifying that the answer accurately represents both the imperial and metric conversions of the measurement.

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