Question

Locate √13 on the number line​

Answer 1

We know that 13=4+9. In other words, √13 is a diagonal of a rectangle which height and breadth are 2 and 3 respectively.

Construct the rectangle. Its diagonal is √13 units away from the origin.

Answer 2

$\huge\underline\mathfrak\red{Hola!}$

Pls refer to the above attachment.

Step-by-step explanation:

1. First do a for like shown below
2. $\sqrt{13} = \sqrt{3 {}^{3} + {2}^{2} }$
4. Make a line of any cm and mark 0-any number on right. and negetive number of left side.
5. Then make a line on number 3.
6. Then open your compass and measure from 0-1 and then mak an arc on that line drown on 3.
7. Then join from 0-to the arc drawn by making a line.
8. then make a smale line as shown in the pic. And mark it a point p.
9. Below that line just write "point p is marked as ✓13.

(note- I have attached a pic for better understanding)

$\large\underline\mathfrak\blue{Thank\:u!}$