How to draw 5square root 2 on number line
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We take a compass and a ruler.
We draw a horizontal line. Mark any two points A and B. Then draw a perpendicular bisector using arcs from A and B of equal radius. Joining the intersections above and below AB, we get perpendicular CD to AB.
Now from the point of intersection O of the two lines AB and CD, we draw arcs of radius 5 units. They cut AB and CD at E and F respectively.
Join EF. The length of EF = 5 √2 units.
Now from F using the compass, draw an arc with radius = EF, and cutting line AB. Let the point of intersection be G.
Now FG will be 5√2 units on the number line.
We draw a horizontal line. Mark any two points A and B. Then draw a perpendicular bisector using arcs from A and B of equal radius. Joining the intersections above and below AB, we get perpendicular CD to AB.
Now from the point of intersection O of the two lines AB and CD, we draw arcs of radius 5 units. They cut AB and CD at E and F respectively.
Join EF. The length of EF = 5 √2 units.
Now from F using the compass, draw an arc with radius = EF, and cutting line AB. Let the point of intersection be G.
Now FG will be 5√2 units on the number line.
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