Question

.represent √(11).9) on the number line​​

Answer 1

Answer:

How to locate √11 on number line

First draw a number line with center O.Take a point P with.

distance OP=11 unit.

Take another point Q with distance OQ=1 unit.

So PQ=OP+OQ=11+1=12.

Take a point M where M is the midpoint of PQ.

Therefore PM=MQ= ½PQ=6.

Answer 2

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$\red{\bold{\underline{\underline{Steps\: of \: construction:-}}}}$

1. Draw a line AB which is equal to 11.9cm
2. Extend AB to point C to 1 cm
3. Draw line bisector of AB and mark it as point M where there line meets.
4. At point B, draw a right angle which is 90° and mark it as point D.
5. Produce point D to point E with the help of compass.
6. This point E is √11.9 cm.

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