Recent content by temp

hello commonly when we have 2 connected curve and we want to find quadratic bezier curve base on them we can use this interesting method: (see the 4 picture in the middle of following page and you quickly understand)...

ok but my mean is not finding slope at "?" My Mean Is Finding Position Of "?" Point! there are other sample: http://www.hostdump.com/uploads/cb2d22775c.jpg

that's true i marked "?" in my attached image to tell you what i need.

do you read my first post carefully? do your mean is such mine?

thanx but it gives me maximum-y point i also can use such formula to calculate maximum-x point but what i need is maximum point on curve (see below picture)

hello i want to find the peak point of a quadratic bezier curve. one approach is finding all distance between "start point","any point on curve","end point" and then choosing then maximum distance between them. but this approach get much time when implementing on computer is there any...

i know the function f(x) suppose that f(x) is x \int^t_0 x dx=M

hello commonly we have: \int^t_0 \ dx=M "M" is a specific number (the result of integal) my question: having value of "M", how we can find the "t" value

i found my answer. thx

hi. having 3 point of a quadratic bezier curve(start, control, end), how i can calculate the length of curve.

thanx for your reply but i have problem yet (i can't understand your method correctly). its great that if you could explain your method with a sample (practical)

hello having a set of points of a curve, how i can find the best quadratic bezier curve that fits this curve? (so we have start and end points of bezier curve, and only the position of control point is required.) THX.