√9.5 represent in number line
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Draw a line horizontally representing the real number line.
Mark O on the left side end. Mark point A at 19 cm from O.
At points O and A, draw perpendiculars to OA.
Follow the procedure to draw bisectors of the angles (90 deg) at O and A.
The angular bisectors meet at B. The angle at B is 90 deg. At A and O the angles are 45 deg.
The length of OB or AB is √9.5 cm.
So draw an arc with center as O and OB as radius cutting OA at C.
OC represents the answer.
Mark O on the left side end. Mark point A at 19 cm from O.
At points O and A, draw perpendiculars to OA.
Follow the procedure to draw bisectors of the angles (90 deg) at O and A.
The angular bisectors meet at B. The angle at B is 90 deg. At A and O the angles are 45 deg.
The length of OB or AB is √9.5 cm.
So draw an arc with center as O and OB as radius cutting OA at C.
OC represents the answer.
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