Draw a line segment ab=4.8 CM. take a point p on it such that BP =2.3cm Draw a perpendicular to AB at point p
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SP is the required perpendicular.
Step-by-step explanation:
- draw a line segment AB = 4.8 cm
- with B as a center and radius equal to 2.3 cm mark a point on the lie such that the BP = 2.3 cm
- Take a compass and with P as the centre take a convenient radius from and make an equidistance arc on the line.
- Name intersecting points of the lines and arcs as Q and R.
- Now taking Qand R as the centres and the radius greater than QP construct two arcs. which cut each other at S.
- Mark intersecting point of arcs as S and Join S and P.
- SP is the required perpendicular.
#Learn more:
Draw a line segment AB=4.8 cm. Take a point P outside AB. From P, draw PQ is perpendicular to AB, using ruler and compasses
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