draw a no. line tke 1 cm distance mark a dash in middle we tke 0 and in right side mark 1 cm then tke a 1 cm distance upside on mark 1 and meet with point 0 then we saw a triangle added both side is 2cm then use a compass tke a distnce of hypotneus and mark on no.line is the distnce of root 2 then same method isused in marking the root 3

Representing √3 on a Number Line
Understanding the concept of representing √3 on a number line is essential in mathematics. Here's a detailed explanation to help you grasp this concept effectively.

Understanding √3
√3, or the square root of 3, is an irrational number which means it cannot be expressed as a simple fraction. It is approximately equal to 1.732.

Locating √3 on a Number Line
To represent √3 on a number line, we first need to identify where it lies between whole numbers. Since √3 is between 1 and 2, it falls closer to 2 due to its value being larger than 1.5.

Steps to Represent √3 on a Number Line
1. Begin by drawing a number line with whole numbers marked on it.
2. Locate the point 1.5 on the number line which is midway between 1 and 2.
3. Since √3 is greater than 1.5, move slightly towards 2 on the number line.
4. Estimate the position of √3 on the number line closer to 2, approximately at 1.732.

Visual Representation
By following these steps, you can effectively represent √3 on a number line. This visual representation helps in understanding the position of irrational numbers in relation to whole numbers.
In conclusion, representing √3 on a number line is a fundamental concept in mathematics that aids in visualizing the magnitude of irrational numbers. Mastering this skill is crucial for various mathematical calculations and problem-solving scenarios.