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I flunked math, so....
I could use some help.
The fat quarters I have are all stripes, and I have to cut pieces measuring 3.5" x 7.5". The pieces should be half vertical and half horizontal. I just can't figure out how to get the most bang for my buck, to cut which first or whether it makes any difference. I hope I am making sense..:confused::confused::confused::confused: |
fat quarters vary in size lately. can you provide the sizes of your fat quarters?
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Do you mean like a mitered corner? I have a rail fence and want to use some striped shirts where the corners would be mitered. Never mind I don't think that's what you have in mind. Somebody helppppppppp!!!!!!!!!!
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I'm extremely math challenged, too. Will be watching the thread as I have always wondered how to work with stripes. Thanks for starting the thread.
Anita |
My FQs are pretty consistent, none under 18" x 22", most have a little more.
No, nothing about miters, I just need to know the best way to get the most strips (half of them vertically striped and half of them horizontally striped) out of the FQs. |
Does it matter where on the stripes you cut? Some striped fabrics are " uneven" and where you cut on the pattern might matter.
You could take graph paper and sketch it out. Or take a piece of newspaper the size of a fq and draw the blocks on it as a test run |
I sketched this out on notecards.
Assuming your fat quarter is 18"x22", your best bet is probably to cut the fat quarter in half first, making 2 pieces that are 18"x11". This will yield 6 rectangles with stripes going one way and 5 rectangles with strips going the other way. If you must have the same number each way, then the most you can get is 5 sets. If you cut the rectangle in half the other way (so it measures 9"x22"), you get 6 rectangles with stripes going one way but only 4 rectangles with stripes going the other way. I'm not feeling that great today, so I hope somebody checks my reasoning. You could check it yourself by coloring two sheets of graph paper with stripes; make each graph square 1". Then divide and cut both ways to see if I am right. If your fat quarters are a different size than 18"x22", all bets are off. |
Originally Posted by Prism99
(Post 6638270)
I sketched this out on notecards.
Assuming your fat quarter is 18"x22", your best bet is probably to cut the fat quarter in half first, making 2 pieces that are 18"x11". This will yield 6 rectangles with stripes going one way and 5 rectangles with strips going the other way. If you must have the same number each way, then the most you can get is 5 sets. If you cut the rectangle in half the other way (so it measures 9"x22"), you get 6 rectangles with stripes going one way but only 4 rectangles with stripes going the other way. I'm not feeling that great today, so I hope somebody checks my reasoning. You could check it yourself by coloring two sheets of graph paper with stripes; make each graph square 1". Then divide and cut both ways to see if I am right. If your fat quarters are a different size than 18"x22", all bets are off. |
Wow, I will try this tomorrow! I knew you all would have the answer for me. I'll report back and let you know.
Thank you so much!! Renate |
If she doesn't pop in soon, PM Jan in VA. She seems to be the guru on how to make the most of your cuts.
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