ebutyouyou
New member
- Joined
- May 9, 2017
- Messages
- 5
Hi everyone !
I have a problem, closely related to an apollonian circle. For those who are not familiar with Apollonian circles:
If given the points A&B, the points P such that AP/BP = M form an apollonian circle. So the ratio between the two distances is constant.
See also figure
.
Then there is the problem I've got:
I need to find al the points P, such that l1/s1=M . I've tried too draw this.
I have calculated the points P that are on the line that goes through x1 and x2. This is just simply the quadratic ABC formula. But I have literally no idea how to continue.
I have tried working with coordinates but I didn't succeed.
EDIT: the only information I have, is the distance between the points d, the height h, and the ratio M.
Thanx in advance for helping me!
I have a problem, closely related to an apollonian circle. For those who are not familiar with Apollonian circles:
If given the points A&B, the points P such that AP/BP = M form an apollonian circle. So the ratio between the two distances is constant.
See also figure
.
Then there is the problem I've got:
I need to find al the points P, such that l1/s1=M . I've tried too draw this.
I have calculated the points P that are on the line that goes through x1 and x2. This is just simply the quadratic ABC formula. But I have literally no idea how to continue.
I have tried working with coordinates but I didn't succeed.
EDIT: the only information I have, is the distance between the points d, the height h, and the ratio M.
Thanx in advance for helping me!
Last edited: