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<p>By subtraction of the two given equations one gets the line equation: <br/>
:This special line is the <a href="page.php?w=radical_line">radical line</a> of the two circles.<b>Special case  :</b><br> In this case the origin is the center of the first circle and the second center lies on the x-axis (s. diagram). The equation of the radical line simplifies to  and the points of intersection can be written as  with<br/>
:In case of  the circles have no points in common. <br>In case of  the circles have one point in common and the radical line is a common tangent.</br></br></p><p>
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