![]() |
Hexagons & Triangles, easy way to calculate size?
2 Attachment(s)
So I took a class last weekend and learned how to make this:
[ATTACH=CONFIG]480129[/ATTACH] These are obviously only partially sewn together at this point; I have more blues I'm going to mix in so this was just the start I got during class where I only had 3 colors with me. I'm trying to figure out if there's an easy way to figure out how many hexagons and how many triangles I need to make a king size quilt. Each hexagon is 6" finished, measuring flat side to flat side. (Top to bottom, in the picture above). So I end up with rows that finish at 6", so height is easy. Width, though...these aren't going to be 6" from point to point; it's going to be more. Can anybody tell me what that formula is? I know I could just measure these and find out, but I want to know the math, so next time when I'm designing something like this I can figure it out before cutting & sewing anything together. And then the triangles...I THINK I need 2 triangles per hexagon..? Does that look about right? I think I can just sort of ignore the triangles in the measurements, since those just sort of fill in between the hexagons. Alternating rows end with half-hexagons on both sides, so it's always the same number of hexagons per row even though they're offset. But I still need to figure out how many triangles to cut. I have a bunch of fabric cut, but I haven't counted anything yet. [ATTACH=CONFIG]480131[/ATTACH] |
This is going to be a pretty quilt!
If my calculations are correct, a hexagon 6" side-to-side will be 6.93" point-to-point. The formula is: (side-to-side) x 1.155 = (point-to-point) Yes, you will need 2 triangles for every hexagon (plus or minus a handful, depending what you do at the edges). If you want more explanation of my formula, I can do that; I just didn't want to clutter this up with triangles and the square root of 3 and whatnot if you don't want it. Good luck! |
Originally Posted by Jennifer23
(Post 6770416)
This is going to be a pretty quilt!
If my calculations are correct, a hexagon 6" side-to-side will be 6.93" point-to-point. The formula is: (side-to-side) x 1.155 = (point-to-point) Yes, you will need 2 triangles for every hexagon (plus or minus a handful, depending what you do at the edges). If you want more explanation of my formula, I can do that; I just didn't want to clutter this up with triangles and the square root of 3 and whatnot if you don't want it. Good luck! I'm on a huge aqua/turquoise and orange/tangerine kick lately. I used to HATE orange but now I'm becoming pretty fond of it! Fond enough that I want to make this our spring bed quilt. :) |
Here is a link to how to calculate hexagon dimensions:
http://www.had2know.com/academics/he...alculator.html When someone says they are doing a "one-inch hexagon" - I never know which dimension is being use - side length, height, or "diameter" |
What a great site that is!! For more than just hexies. Thanks!
Originally Posted by bearisgray
(Post 6770585)
Here is a link to how to calculate hexagon dimensions:
http://www.had2know.com/academics/he...alculator.html When someone says they are doing a "one-inch hexagon" - I never know which dimension is being use - side length, height, or "diameter" |
the general "rule" is that hexagons are measured by their their side
the width at the widest point is twice the measurement of one side when drafting a hexagon, you use the radius to draw a circle, then is THE SAME measurement to mark off six points around the circle then draw straight lines between the points hope that helps |
Originally Posted by bearisgray
(Post 6770585)
Here is a link to how to calculate hexagon dimensions:
http://www.had2know.com/academics/he...alculator.html When someone says they are doing a "one-inch hexagon" - I never know which dimension is being use - side length, height, or "diameter" Our teacher talked about confusion in hex measurements; she told us that for normal piecing the size is usually height ("flat to flat"), for paper piecing the size is usually a side...but everybody breaks the rules and mixes things up. :shock: |
Thanks for the triangle/hexi info and calculations.
|
Originally Posted by chris-the-quilter
(Post 6771006)
the general "rule" is that hexagons are measured by their their side
the width at the widest point is twice the measurement of one side when drafting a hexagon, you use the radius to draw a circle, then is THE SAME measurement to mark off six points around the circle then draw straight lines between the points hope that helps |
| All times are GMT -8. The time now is 07:56 AM. |