Rules For Comparing Rational Numbers
There are some rules to compare rational numbers; the simple rules are listed below:
- Positive rational numbers are always bigger than 0.
- Negative rational numbers are always smaller than 0.
- Positive rational numbers are bigger than negative rational numbers.
- On a number line, a rational number is bigger than any number to its left and smaller than any number to its right.
Comparision of Rational Numbers
Comparison of Rational Numbers: Rational numbers are crucial for problem-solving across various disciplines. They help us solve equations, analyze data, make predictions, and model real-world scenarios in science, engineering, economics, and finance. Comparing rational numbers is similar to comparing fractions and integers.
These numbers are compared using the numerators and denominators. It is compared using either the decimal or the same denominator method.
The article will detail the rational numbers and the methods to compare them with examples.
Table of Content
- What are Rational Numbers?
- Properties of Rational Numbers
- Rules For Comparing Rational Numbers
- Step-by-Step Method to Compare Rational Numbers
- Comparing Rational Numbers with Decimal Method
- Examples of Comparing Rational Numbers