Recent content by ikhal

Okay I think i manage to solve my problem when I combine those two types of formulas that you gave me. It becomes x=a+r cos {(y1/x1)+36n} and y=b+r sin {(y1/x1)+36n}. is it make sense? thankk youuuu very much btw...

i used your formulas but what i got is the points forming a circle centered at origin with the given radius r which is not what i expect. so here the questions to make sure what i did is correct: when you said x is uniformly distributed between -r and r , is r=radius of the circle? are angles of...

Thanks HallsofIvy, but let's say i know one point (x1,y1) on the circle,is that possible to calculate another 9points that lie evenly on the circle?

What about if the center of the circle is not at the origin?but still the radius is known.how we calculate 10 evenly points (xi,yi) on the circle? anyone can help?