What Is The Slope Formula For Any Circle That Is Centered At The Origin Complete Guide

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what is the slope formula for any circle that is centered at the origin. This is a line that goes through the origin and makes an angle of beta with the positive x-axis. Suppose you draw a circle and a tangent to the circle.

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Find the equation of the circle shown. Indeed any vertical line drawn through the interior of the circle meets the circle in two points every x has two. A circle of radius 1 centered at the origin consists of all points xy for which x2 y2 1.

XA2 yB2 1.

So this is a vertical line. 0 O 0. Hence the tangent line has the slope. X2 y2 a2 For the given condition the equation of a circle is given as x2 y2 8 2.