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Add Points uniformly to Circular Arc
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I would like to add points on a circular arc with an equal distance (in degrees).
For example if i have a 90 degree arc, and split into 9. It would add a point every 10 degrees.
Is theres an easy way to do this?
Thanks,
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hello
CircularArc[A, B, C]
Sequence[Rotate[B, k, A], k, 0°, Angle[B, A, C], 10°]
saludos
This only seems to work when A is at [0, 0].
Also the points spawns really far from the arc. Is there a way to make them closer?
Thanks,
Hi, are you sure that you really used the right codes done by mathmagic ? It works fine at home for all position for A.
"I create an arc(abc) then i input the formula at the bottom".
The first point of the sequence doesnt cross a AC line. And the last point of the sequence doesnt cross a AB line.
It only does if A is at origin on my side.
What i would really like is to divide an arc into equal sections.
So lets say i have an arc of 175 degrees and want to divide it into 9 sections.
A point would get created on the arc every 19.4 degrees (7 points would get added between the arc points).
I nevermind you were right. I was retyping the CircularArc command in the input line.
Thanks it Works!
If the name of your circular arc is "c", try
Sequence[Point[c, k/9], k, 0, 9]
Regards Abakus
Perfect! i don't have to calculate the angles myself with this one.
Thanks!
Is there a way to save commonly used inputs in geogebra?
Hi,
You can create a Custom_Tool
Raymond
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