Answer:

10.31 = 10\u200c 31\u2044100\u200cStep-by-step explanation:

Decimal Number to Mixed NumberDecimal NumberA decimal number is used to represent a non-whole number where a decimal point is used followed by digits that represent a value that is smaller than one.Example: 24.7 = 20 + 4 + 0.7Mixed NumberMixed number is a type of fraction which is a combination of a whole number and proper fraction.Examples: 10\u200c 1\u204410\u200c, 5\u200c 51\u2044100\u200cHow to convert decimal numbers to mixed numbers?There are three steps to convert decimal numbers to mixed numbers.1. Rewrite the decimal number as fraction where whole number should be written on the side, then the decimal number over 1.2. Multiply both top and bottom by 10 for every number after the decimal point. If there are two decimal places, use 100. If there are three decimal places, use 1000. It depends on the number of decimal places.3. Simplify, if possible.Solution:Let us express 10.31 as a mixed number using the steps above.Step #110.31 = 10 0.31\/1Step #2 (Use 100 because there are two decimal places.)0.31\/1 \u00d7 100 = \u200c31\u2044100\u200cStep #3 (It is in its simplest form already.)10 \u200c31\u2044100\u200cFor examples of converting decimal numbers to fraction, visit the links.https:\/\/beer-selection.com\/question\/1922995https:\/\/beer-selection.com\/question\/1927072https:\/\/beer-selection.com\/question\/115378How about converting fraction to decimal number?Convert Fractions to DecimalsTo convert fractions to decimals, we need to divide the numerator by the denominator. Use the long division.Example:\u215d = 0.625 0.625 8 )5.000 - 0 5.0 - 4.8 20 - 16 40 - 40 0For the steps on how to do the long division, read it here:https:\/\/beer-selection.com\/question\/1834235For the example of converting fraction to decimal number:https:\/\/beer-selection.com\/question\/2452667FractionsWhat is fraction?Fraction represents a part of a whole. Parts of FractionNumerator - the top number - tells the number of parts taken from the whole - the shaded partsDenominator - the bottom number - tells the total number of equal partsFraction bar (\/) - separates the numerator and the denominatorTypes of FractionProper Fractions - The numerator is less than the denominator.Improper Fractions - The numerator is greater than or equal to the denominator.Mixed Fractions - A whole number and proper fraction together.#LetsStudy"}>" data-test="answer-box-list">
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Answer:

10.31 = 10‌ 31⁄100‌

Step-by-step explanation:

Decimal Number to Mixed Number

Decimal Number

A decimal number is used to represent a non-whole number where a decimal point is used followed by digits that represent a value that is smaller than one.

You are watching: Express 10.31 as a mixed number

Example: 24.7 = 20 + 4 + 0.7

Mixed Number

Mixed number is a type of fraction which is a combination of a whole number and proper fraction.

Examples: 10‌ 1⁄10‌, 5‌ 51⁄100‌

How to convert decimal numbers to mixed numbers?

There are three steps to convert decimal numbers to mixed numbers.

1. Rewrite the decimal number as fraction where whole number should be written on the side, then the decimal number over 1.

2. Multiply both top and bottom by 10 for every number after the decimal point.

If there are two decimal places, use 100. If there are three decimal places, use 1000. It depends on the number of decimal places.

3. Simplify, if possible.

Solution:

Let us express 10.31 as a mixed number using the steps above.

Step #1

10.31 = 10 0.31/1

Step #2 (Use 100 because there are two decimal places.)

0.31/1 × 100 = ‌31⁄100‌

Step #3 (It is in its simplest form already.)

10 ‌31⁄100‌

For examples of converting decimal numbers to fraction, visit the links.

See more: How Many Tablespoons Is 100G Of Butter To Tablespoons, Convert 100 Grams Of Butter To Tablespoons

beer-selection.com/question/1922995

beer-selection.com/question/1927072

beer-selection.com/question/115378

How about converting fraction to decimal number?

Convert Fractions to Decimals

To convert fractions to decimals, we need to divide the numerator by the denominator. Use the long division.