Question

√9.5represent on the number line​

Answer 1

Here is your answer mate

Answer 2

Answer:

step 1 . Draw a line of AB of length 9.5 cm.

step 2 . Make a point C on the line such as Delta BC = 1 unit

step 3 . Find the midpoint to AC . This can be done by making arcs as first you hold a compass with pencil . Now point A from open the compass to a length that you think is more than the help of AC . Mark 2 arcs 1 upward and 1 downward. Do the same by taking point C (towards point A) that you will see that the arcs intersects the certain points let be P&Q. you will get the midpoint of AB. Taking O as the midpoint now place the compass end on point O and pencil on A. Now you have just rotate your hands and arc will be there point C.

step 4. Now from point B using pencil and scale you have mark straight line above such that line intersects the semi circle arc . Let's see that intersect on point D.

step 5. Now using compass taking one end at point B and one at point D make and arc to right side still in intersect the line .

So the length of BE is that length which represents by desired result i.e.√9.5