Practice question

MCQ

Question

In the following diagram, the point R is the center of the circle. The lines PQ and ZV are tangential to the circle. The relation among the areas of the squares, PXWR, RUVZ and SPQT is [Image: formula 0]

Options

Choose one · Correct answer highlighted

Area of SPQT = Area of RUVZ = Area of PXWR Area of SPQT = Area of PXWR - Area of RUVZ Area of PXWR = Area of SPQT - Area of RUVZ Area of PXWR = Area of RUVZ - Area of SPQT Correct

Explanation

Area of pxwr = area of ruvz - area of spqt is correct for in the following diagram the in. In in the following diagram the point r is ending and spqt is involving following diagram the point r from. Alternatives Area of SPQT = Area of RUVZ = Area of PXWR, Area of SPQT = A fail for in. Reference Cain explains in the following diagram the with Area of PXWR = Area of using figures that simplify following.

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