Draw an angle of 45° measure. Construct a circle such that it touchboth the arms of the angle. About the author Harper
Step-by-step explanation: 1.) Construct a line XY of length 6 cm (say) 2.) Mark any Point A upon XY. 3.) With A as the center, draw a line LA perpendicular to XY such that \angle LAY∠LAY = 90°. 4.) Again with A as the center, taking any radius, draw an arc from the center A, cutting LA & AY at M & N respectively. 5.) Taking any radius in compass, draw two arcs, each from M & N, intersecting each other at P. (Bisected 90°) \angle∠ PAY = 45°, required angle is constructed in 5 steps Reply
Step-by-step explanation:
1.) Construct a line XY of length 6 cm (say)
2.) Mark any Point A upon XY.
3.) With A as the center, draw a line LA perpendicular to XY such that \angle LAY∠LAY = 90°.
4.) Again with A as the center, taking any radius, draw an arc from the center A, cutting LA & AY at M & N respectively.
5.) Taking any radius in compass, draw two arcs, each from M & N, intersecting each other at P. (Bisected 90°)
\angle∠ PAY = 45°, required angle is constructed in 5 steps
Answer:
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