find three rational numbers of 8362 that will come to the right of the following numbers on the number line

To find three rational numbers that will come to the right of a given number on the number line, we need to understand the concept of rational numbers and their ordering.

Rational numbers are numbers that can be expressed as a fraction of two integers (numerator and denominator), where the denominator is not zero. The ordering of rational numbers is based on their magnitude. Larger numbers (with greater magnitude) will come to the right of smaller numbers on the number line.

To find three rational numbers to the right of 8362, we can start by understanding that any integer can be expressed as a rational number by adding a denominator of 1. Therefore, 8362 can be expressed as the rational number 8362/1.

To find the three rational numbers to the right of 8362, we can increase the numerator while keeping the denominator the same. Here are three examples:

1. 8363/1: This rational number is obtained by increasing the numerator by 1 while keeping the denominator the same.

2. 8364/1: This rational number is obtained by increasing the numerator by 2 while keeping the denominator the same.

3. 8365/1: This rational number is obtained by increasing the numerator by 3 while keeping the denominator the same.

These three rational numbers, 8363/1, 8364/1, and 8365/1, will be to the right of 8362 on the number line.