- #1
aliekor
- 7
- 0
Hi guys I have a problem to solve, I'd like to find the minimum distance between a point and a geometric locus described in closed form, for example the intersection of two circles:
p= point coordinate
p1= center coordinate circle 1
p2=center coordinate circle 2
r1=radius of circle 1
r2=radius of circle 2
|p1|^2-r1^2<0 (region inside circle 1)
|p2|^2-r2^2<0 (region inside circle 2)
how can i find an expression that gave me the minimum distance between p and the intersection of the two circles?
thank you in advance
p= point coordinate
p1= center coordinate circle 1
p2=center coordinate circle 2
r1=radius of circle 1
r2=radius of circle 2
|p1|^2-r1^2<0 (region inside circle 1)
|p2|^2-r2^2<0 (region inside circle 2)
how can i find an expression that gave me the minimum distance between p and the intersection of the two circles?
thank you in advance