What I have is this:

define Draw ellipse with radii (r1) , (r2) at x: (x) y: (y)
pen up
set [drawStep v] to [2]
go to x:((x) + (([sin v] of (1)) * (r1))) y:((y) + (([cos v] of (1)) * (r2)))
repeat until <(y position) = ((y) + (r2))>
    if <touching [_edge_ v]?> then
        pen up
    else
        pen down
    end
    go to x:((x) + (([sin v] of (drawStep)) * (r1))) y:((y) + (([cos v] of (drawStep)) * (r2)))
    change [drawStep v] by (1)
end
go to x:((x) + (([sin v] of (drawStep)) * (r1))) y:((y) + (([cos v] of (drawStep)) * (r2)))
pen up

I'm looking for a way that I can draw these ellipses at an angle for a component of my project. Does anyone have any ideas?

No one seems to be picking up this one so I'll see if I can work something out. Might take a while!

http://scratch.mit.edu/projects/41638252/ is what you want. Turned out not to be too difficult, just apply a transformation to rotate your x-y coordinates as per http://en.wikipedia.org/wiki/Rotation_matrix

Modified version to cope with centre of ellipse not being the origin - http://scratch.mit.edu/projects/41640002/

deck26 wrote:

Modified version to cope with centre of ellipse not being the origin - http://scratch.mit.edu/projects/41640002/

Thanks!

hppavilion wrote:

What I have is this:

define Draw ellipse with radii (r1) , (r2) at x: (x) y: (y)
pen up
set [drawStep v] to [2]
go to x:((x) + (([sin v] of (1)) * (r1))) y:((y) + (([cos v] of (1)) * (r2)))
repeat until <(y position) = ((y) + (r2))>
    if <touching [_edge_ v]?> then
        pen up
    else
        pen down
    end
    go to x:((x) + (([sin v] of (drawStep)) * (r1))) y:((y) + (([cos v] of (drawStep)) * (r2)))
    change [drawStep v] by (1)
end
go to x:((x) + (([sin v] of (drawStep)) * (r1))) y:((y) + (([cos v] of (drawStep)) * (r2)))
pen up

I'm looking for a way that I can draw these ellipses at an angle for a component of my project. Does anyone have any ideas?

If you still want something like this - quite fast code: http://scratch.mit.edu/projects/50039326/