Points of Intersection of Two Circles - Calculator

Online Interactive Calculator for Circle Intersections

An online calculator that calculates the points of intersection of two circles[cite: 1].

The first circle is given by the equation \[ (x-h_1)^2 + (y-k_1)^2 = r_1^2 \] and the second circle is given by \[ (x-h_2)^2 + (y-k_2)^2 = r_2^2 \].

How to Use the Calculator

1 - Enter parameters \( h_1, k_1, r_1 \) for the first circle and parameters \( h_2, k_2, r_2 \) for the second circle, change the number of decimal places if necessary, and press "Enter".

First circle: \[ (x-h_1)^2 + (y-k_1)^2 = r_1^2 \]

\( (x - \) \( )^2 + (y - \) \( )^2 = (\) \( )^2 \)


Second circle: \[ (x-h_2)^2 + (y-k_2)^2 = r_2^2 \]

\( (x - \) \( )^2 + (y - \) \( )^2 = (\) \( )^2 \)
Decimal Places Desired =

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