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Answer:
angle A =angle B=45°
Step-by-step explanation:
triangle apb is a right angle triangle.(it is inscribed in a semicircle)
ap=bp. (given)
therefore, triangle apb is isosceles triangle.
the the measure of angles of equal sides of isosceles triangle is 45°
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4
Answer:
in the given triangle .. if AP =PB the angle A will be egual to angle B as if lines are equal then corrosponding angles are also equal
we know that angle P =90 (angĺe in semicircle )
so by angle sum property of a triangle
angle P +angle B+angleA=180
so angle 2P=90
angle P=angleB=45
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