OrizaTriznyak
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- Joined
- Mar 28, 2020
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We are in 2D Euclidean geometry (2D Cartesian coordinate system).
Given:
2 points: P1(x1,y1), P2(x2,y2) and a basic (single radius) circle (center point at (0,0), R = 1).
We have to find a C circle (center point (Xc,Yc + radius length) that goes through P1 and P2 + the C circle is perpendicular to the basic circle (which means on the attached figure the orange and the blue lines are perpendicular).
For example: P1= (-0,2 ; 0,8) P2 = (-0,5;-0,6);
We need the coordinates of C(Xc,Yc)
Given:
2 points: P1(x1,y1), P2(x2,y2) and a basic (single radius) circle (center point at (0,0), R = 1).
We have to find a C circle (center point (Xc,Yc + radius length) that goes through P1 and P2 + the C circle is perpendicular to the basic circle (which means on the attached figure the orange and the blue lines are perpendicular).
For example: P1= (-0,2 ; 0,8) P2 = (-0,5;-0,6);
We need the coordinates of C(Xc,Yc)