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# Center of circle

See attached image. The point P1 is at the end of a line, the line has the angle At1. The point P2 is at the beginning of a line with the angle At2. I know the coordinates for P1 and P2. I also know the angles At1 and At2. A radius is formed between P1 and P2 and I need to know the center point Pc for the (invisible) circle the which is formed with P1, P2, At1 and At2. The points P1 and P2 can be anywhere in the coordiante system.

I'm developing a c# application and I need some code for theese calculations.

//Thomas

centerpoint.png

I'm developing a c# application and I need some code for theese calculations.

//Thomas

centerpoint.png

ASKER

OK, thanks. Does anyone have c# code for this?

Yer welcome :-) However, I don't program in C+ either - sorry!

Parts of your diagram are unclear.

I am assuming that the two lines are parallel to each other and to the X-axis.

Point P2 is drawn slightly above the second line, so I assume P2 in NOT on the line.

Are these assumptions correct?

I am assuming that the two lines are parallel to each other and to the X-axis.

Point P2 is drawn slightly above the second line, so I assume P2 in NOT on the line.

Are these assumptions correct?

SOLUTION

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SOLUTION

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ASKER

Thanks for your support! Got it working!

Since a tangent on the circumference of a circle is perpendicular to the radius, if you draw perpendicular lines to the 2 straight lines at points P1 and P2, the intersection of these two perpendicular lines will at the center of the circle of which the arc P1-P2 is a part of the circumference.