Question

Represent (2 + √3) on the Number Line.

Answer 1

To construct this number first Take two units from origin as shown in figure and then Construct root 3 .
finally you get O A = 2 + root 3

Answer 2

$\bold{2+\sqrt{3}}$ or 3.1732 is between 3 and 4

Given:

$2+\sqrt{3}$

To find:

Number line = ?

Solution:

As we, all know that$2+\sqrt{3}$  is equal to 3.173

Therefore, to represent  $2+\sqrt{3}$  or number 3.1732 on the number line down below is a graph to show the point 3.1732

First line up the x-axis after that plot the point 3.1732 in between 3 and 4 we get the location of 3.1732 on the positive x axis

The number line is attached below

Therefore, point 3.1732 represents the location of $\bold{2+\sqrt{3}}$ or 3.1732 is between 3 and 4.