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quick? geometry question


LucasGC
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if i made an arc i could break it into the right length but i wouldn't know where to start for the radius of the arc

I made two of these lines, created an arc with the three points, extended the arc, and then broke the arc back into the line segment lengths i needed. This way i know it's very close even if i don't know it's exactly one degree between each line

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creating a horizontal line 10" long, rotate (copy) it from its endpoint +1 deg. offset the original down .100. Then create an arc from axis of rotation (endpoint of horiz line) to the intersection of the offset line to the rotated line. you get a Rad of R5.7299  which equals a .100 line length at 1° 

HTH

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34 minutes ago, CEMENTHEAD said:

creating a horizontal line 10" long, rotate (copy) it from its endpoint +1 deg. offset the original down .100. Then create an arc from axis of rotation (endpoint of horiz line) to the intersection of the offset line to the rotated line. you get a Rad of R5.7299  which equals a .100 line length at 1° 

HTH

Hmm, not sure if I am following this. By the time I make my arc I should only have two lines? the original that's been offset and the one that's been rotated, and I have the intersection, but where do I make the arc from?

 

Edit: got it, then I would be able to create that arc and then break it into the correct length

edit edit: actually still don't got it. from beginning of offset line, to intersection, to end of rotated line?

thanks

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Here's an up close look at the line segments.  One is selected so you can see the end of it.

Try this:  draw a .1 line vertical (90 degree).  Then draw a second line at 0 degrees from the center of the .1 line, length 5.7294.  Now, try rotating the .1 line, 1 degree, using the end of the 5.7294 line as the center of rotation.

79994637_anglerotation1.thumb.png.2e68374400218dbba52e9d082673ce39.png

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