If AB is perpendicular to radius CP at P, then is tangent to C. Given: QRn Prove: n is tangent to Q at R. A. Scalene B.Right C.Equilateral

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asked Nov 26, 2023 43.6k views

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Arky Asmal · Answer 1 · 2023-12-02T22:39:24+0000

Answer: Right triangle

Explanation:

QR is perpendicular to line n, so the indicated angle is a right angle. Thus, QRS is a right triangle because a triangle with a right angle is a right triangle.

If AB is perpendicular to radius CP at P, then is tangent to C. Given: QRn Prove: n is tangent to Q at R. A. Scalene B.Right C.Equilateral

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If AB is perpendicular to radius CP at​ P, then is tangent to C. ​Given: QRn ​Prove: n is tangent to Q at R. A. Scalene B.Right C.Equilateral

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If AB is perpendicular to radius CP at P, then is tangent to C. Given: QRn Prove: n is tangent to Q at R. A. Scalene B.Right C.Equilateral