# The 4 Dishes That Make Fractions Work

## Introduction

Introduction: In business, there are four key areas where measurement is critical. Fractions work best in these areas because they represent a much lower percentage of the total. By understanding how to make fractions work in your business, you can improve performance and make more informed decisions.

## How fractions work.

A fraction is a unit of measurement that is made up of two parts. The numerator is the larger part and the denominator is the smaller part.Fractions are used to represent numbers that are not whole numbers. For example, 1/4 means fourfifths of a whole number.Fractions are also used in math to help understand how things work together. For example, if you need to find out how much something will cost in cents, you would divide 1/4 by 4 and get 0.25 as the answer.

## How to make fractions work.

To make a fraction work, divide the numerator (top number) by the denominator (bottom number). For example, 4/9 = 0.75Make a decimalsTo make a decimals work, divide the numerator (top number) by the denominator (bottom number). For example, .75 = 3Now that you know how to make fractions work, it’s time to start making some calculations. In particular, you should use these equations to solve problems:4/9 = .753/8 = 12/9 = .5

## How to use fractions in school.

To use fractions in school, you first need to understand how they work. A fraction is a combination of two numbers that represent a part of a whole. The numerator (top number) is the larger of the two numbers and the denominator (bottom number) is the smaller of the two numbers. For example, if you take a 3/4s shirt and divide it into 2 halves, your answer would be 1/4s and 3/8s. In this situation, 3/4s would be the numerator and 8s would be the denominator.Use fractionals in schoolWhen you use fractionals in school, it’s important to know what they stand for. For example, if you say “thirds” instead of “thirds” on purpose so that your students will remember that fractions stand for thirds instead of one-third and two-thirds. Similarly, when you use decimals (-9 instead of -9). Your students will remember that 9Decimals stands for nine tenths or three-quarters of a decimal ( one point above zero ).