Draw a line segment of 8.4 cm and draw its perpenticular bisector. Also, justify your result. and give me steps also
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Answer:
Draw a line segment pq of 8.4cm.
Take radius more than half of the line segment pq in compass.
Then p as center draw an arc up and down of the line segment pq and then q as centre draw an arc up and down of the line segment pq.
Then join the intersecting point .
Step-by-step explanation:
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Step-by-step explanation:
1. Draw a line AB = 8 cm.
2. Taking A as a centre and radius more than half of length AB, draw two arcs in upper and lower portion of AB.
3. Taking B as a centre and same radius, draw two arcs which cut the previous arcs at E and F.
4. Join EF which cut AB at C.
5. EF is the required perpendicular bisector of AB.
6. Measuring AC and CB, each is equal to 4 cm.
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