AIR MATH

Math Question

Meg wants to write an equation for a circle with center \( (f, g) \) and radius \( n \). First, she plots a random point on the circle with coordinates \( (x, y) \). Then, she draws a right triangle that has \( (f, g),(x, y) \), and \( (f, y) \) as vertices. Explain how Meg can use the right triangle to write the equation of the circle. If Meg finds the length of each side of the right triangle, she can use the to write the equation of the circle. The lengths of the legs are and \( \nabla \). The length of the hypotenuse is

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