Draw ∠POQ = 64°. Also draw its line of symmetry.

Question

KnowledgeBoat · Accepted Answer

The line of symmetry of an angle is its angle bisector. Steps: 1. Draw a ray OP. 2. Place the centre of the protractor at O and the zero line along OP. Mark a point at 64°. 3. Remove the protractor and join O with the marked point and produce it to Q. Then ∠POQ = 64°. 4. With O as centre and any (suitable) radius, draw an arc to meet ray OP at C and ray OQ at D. 5. With C as centre and any suitable radius , draw an arc. Also, with D as centre and same radius, draw another arc to meet the previous arc at E. 6. Join OE and produce it to form a ray. Hence, ray OE is the line of symmetry of ∠POQ, and ∠POE = ∠EOQ = 32°.

Mathematics

Draw ∠POQ = 64°. Also draw its line of symmetry.

Constructions

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