Using ruler and a pair of compasses only, construct triangle ABC in which angle BAC = 45°, |AB| = 7 cm and|AC| = 9 cm. Locate a point P, inside the triangle ABC, which is 5 cm from A and equidistant from Band C. Find (PB compasses
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Step-by-step explanation:
Draw line segment AB
Construct angle A (bisect a right angle).
Extend the side of A to 9 cm, and mark that point C.
Draw line segment BC.
Draw a circle of radius 5 with center A
Construct the ⊥ bisector of BC
P will lie on the ⊥ bisector of BC, where it intersects the circle centered at A, inside ABC.
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