Question

Writing in Math Explain how fractions are important when taking measurements. Include in your answer some real-world examples in which fractional measures are used.

Name: Problem 56, Chapter 5: Prealgebra
Uploaded: 2020-05-26T01:07:56-08:00
Duration: 55 s
Channel: Patrick Burns
Description: Writing in Math Explain how fractions are important when taking measurements. Include in your answer some real-world examples in which fractional measures are used.

   Writing in Math Explain how fractions are important when taking measurements. Include in your answer some real-world examples in which fractional measures are used.

Prealgebra

Carol E. Malloy,… 1st Edition

Chapter 5, Problem 56

Instant Answer

Solved by Expert Patrick Burns

05/26/2020

Step 1

This is especially true when we are dealing with measurements that are not whole numbers. For example, if we are measuring the length of an object and it is not a whole number, we would need to use fractions to accurately represent the measurement. Show more…

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Writing in Math Explain how fractions are important when taking measurements. Include in your answer some real-world examples in which fractional measures are used.

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Key Concepts

Fractions

Fractions are a way to represent parts of a whole. They allow us to express and work with numbers that are not whole, providing a means to describe parts, ratios, and divisions accurately, which is essential when exact measurements are needed.

Measurement

Measurement is the process of quantifying the physical dimensions, quantities, or attributes of an object or event. Precision in measurement is crucial for accuracy, and fractions allow us to capture values between whole numbers, ensuring that measurements are as precise as required.

Real-World Applications

In many real-life situations, such as in construction, cooking, and engineering, measurements are not always whole numbers. Using fractions in these scenarios helps in representing and adjusting quantities that are more complex and nuanced, thereby ensuring that the quantities measured are both accurate and scalable to the needs of the task.

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