# What is the Difference Between Fraction and Ratio?

ðŸ†š Go to Comparative Table ðŸ†šThe main difference between a fraction and a ratio lies in their definitions and applications. Here are the key differences:

**Fraction**: A fraction represents a part of a whole. It is used to show a part of or compare something to the whole. For example, if you have four apples and want to give half of them to a friend, you would give them 2/4 (or 1/2) of the apples. The denominator of a fraction represents the number of equal parts the whole is divided into.**Ratio**: A ratio compares the size of two or more quantities in relation to each other. It expresses the relationship between two numbers or quantities. Ratios can compare numbers with the same or different units.

While both fractions and ratios involve dividing one number by another, a fraction always represents the part of a whole, while a ratio compares the relative sizes of two or more quantities. In some cases, a ratio can be expressed as a fraction, but it does not represent the same thing as a fraction.

For example:

**Fraction**: If you have eight girls and six boys in a class, the fraction representing the number of girls would be 8/14 (8 girls out of 14 students).**Ratio**: If you have eight girls and six boys in a class, the ratio representing the proportion of girls to boys would be 8:6, showing the relationship between the number of girls and boys in the class.

## Comparative Table: Fraction vs Ratio

Here is a table highlighting the differences between fractions and ratios:

Feature | Fractions | Ratios |
---|---|---|

Emphasizes/Represents | Compares a part to the whole | Compares two quantities |

Expression | Used to represent values that are less than one | Often expressed as a fraction, but can also be expressed as a decimal |

Operations | Adding and subtracting fractions can be complex | Adding and comparing ratios is simpler than adding fractions |

Example | $$\frac{3}{4}$$ represents 3 out of 4 parts | A ratio of 3:4 compares 3 and 4, indicating that for every 3 parts of one quantity, there are 4 parts of another quantity |

Fractions emphasize the comparison of a part to the whole, while ratios compare two quantities directly. Fractions are always expressed as a fraction, whereas ratios can be expressed as a fraction or a decimal. Operations with fractions, such as addition and subtraction, can be challenging, but working with ratios is generally simpler.

- Fraction vs Decimal
- Interval vs Ratio
- Rate vs Ratio
- Numerator vs Denominator
- Irrational vs Rational Numbers
- Mole Fraction vs Mass Fraction
- Logical vs Rational
- Difference Equation vs Differential Equation
- Numeracy vs Mathematics
- Fractional Distillation vs Distillation
- Expression vs Equation
- Comparative vs Ratio Analysis
- Phenotype vs Genotype Ratio
- Debt Ratio vs Debt to Equity Ratio
- Percent vs Percentage
- Integer vs Float
- Mathematics vs Statistics
- Quantity vs Unit
- Percentile vs Percentage