
A quilt that is set on point is almost always more interesting than one
done with a straight set. But it can be tricky to piece, especially if
you are creating your own design. The first question always is: how big
do I cut the side and end triangles?
The
side setting triangles on the quilt above are in yellow. To cut them so
that the bias is on the inside and the straight of grain along the edge, you
must start with an oversize square and cut that one on an X. The diagram to
the left illustrates this. The formula for this is: Size of the finished
on-point block times 1.414, then add 1 1/4 inches.
The
corner setting triangles (the purple ones in the illustration above) are also
cut so the bias is on the inside and the straight of grain is along the edges,
but since they include a corner of the quilt, they are cut differently.
These start with a square which is cut on the diagonal. The formula for this
is: size of the finished block divided by 1.414 plus 7/8 inch (.875 if
you are using a calculator.)
Here is a quick reference chart:
| Finished size of block |
Size to cut square for
setting triangle |
Size to cut square for
corner triangle |
| 4 |
7 |
3 3/4 |
| 5 |
8 3/8 |
4 1/2 |
| 6 |
9 3/4 |
5 1/8 |
| 7 |
11 1/8 |
5 7/8 |
| 8 |
12 5/8 |
6 1/2 |
| 9 |
14 |
7 1/4 |
| 10 |
15 3/8 |
8 |
| 11 |
16 1/2 |
8 5/8 |
| 12 |
18 1/4 |
9 3/8 |
| 13 |
19 5/8 |
10 1/8 |
| 14 |
21 |
10 3/4 |
| 15 |
22 1/2 |
11 1/2 |
| 16 |
23 7/8 |
12 1/4 |
| 17 |
25 3/8 |
12 7/8 |
| 18 |
26 3/4 |
13 5/8 |
| 19 |
28 1/8 |
14 3/8 |
| 20 |
29 1/2 |
15 |
Could you use this formula to set a block on point? Yes, you could
use the purple formula, or try this one: Size of the block multiplied by
itself divided in two. The square root of this number would be the size
of the square you would need to cut on the diagonal.
Conversions from inches to calculator:
| 1/8 |
.12 |
5/8 |
.62 |
| 1/4 |
.25 |
3/4 |
.75 |
| 3/8 |
.37 |
7/8 |
.875 |
| 1/2 |
.5 |
1 |
1 |
Now, how do you actually piece this quilt? You sew it sideways in
rows, like this:

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