Question

Located √5 on number line

Answer 1

Answer:

Next, we will take O as the center and OB as √5 units as radius draw an arc cut the point B and touch the point C on the right side of point A. Thus, OC = OB = √5. Hence, the figure is shown as follows: Thus, we can conclude that point C represents √5 on the number line.

Answer 2

Answer:

Step-by-step explanation:

To Locate $\sqrt{5}$ on Number line follow the steps given below :

Step 1: Draw a number line. Mark O as the zero on the number line.

Step 2: Mark a point A as -5 on the number line.

Step 3: Mark a point C as 1 on the number line.

Step 4: Mark a point B as the mid-point of AC.

Step 5: With point B as the centre and radius as AB draw a semicircle.

Step 6: From O draw a perpendicular line to the number line that intersects the previous drawn semi-circle at D. Here OD = square root of 5.

Step 7: With O as centre and radius as OD, draw an arc that intersects the number line at point E. Here E is the point square root of 5 on the number line

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