"If you have three points on the circumference of a circle how do you find the centre of that circle?"
Yes, I do ponder odd things at times. To solve this graphically its pretty simple.
Given points p1,p2,and p3, construct two lines l1and l2 by connecting p1 to p2,and p2 to p3.
Find the centre point of each line m1 and m2.
From each of these points construct a line, perpendicular to the parent line and find the point intersection of these two new lines (l3and l4).
This point of intersection is the centre of the circle, from there you can calculate any and all other circular goodness you might need.
Click the image for a demonstratrion.
Find the centre point of each line m1 and m2.
From each of these points construct a line, perpendicular to the parent line and find the point intersection of these two new lines (l3and l4).
This point of intersection is the centre of the circle, from there you can calculate any and all other circular goodness you might need.
Click the image for a demonstratrion.
