66 DRAFTINGFORTHECREATIVEQUILTER
- The 2 short sides of the F kite are developed by
drawing a line at a 90° angle from both 3 ̋ lines until
they intersect.
F 90°angle
45°
angle
90°
angle
3 ̋
3 ̋
- To determine the size of the E diamond, multiply the
short side of the D feather (1 ̋) by 1.414.
1 ̋ × 1.414 = 14/ 10 ̋
- On 10-to-the-inch graph paper, draw the E diamond
so all 4 sides measure 14/ 10 ̋ at 45° angles to each other.
E
45° 1⁄ ̋
angle
45°
angle
Draw E.
- To determine the size of the A square, add up the
inches that fit along the side of the A square.
1 ̋ + 1 ̋ + 1 ̋ + 1.414 ̋ = 4.414 ̋ = 44/ 10 ̋
- On 10-to-the-inch graph paper, draw the A square.
4⁄ ̋
A
1.414 ̋
1 ̋
1 ̋
1 ̋
Draw A.
- The B triangle is the diagonal half of the A square.
On 10-to-the-inch graph paper, draw the B triangle.
B
4⁄ ̋
Draw B.
- To determine the size of the G triangle, measure the
short side of the F kite; it should be 11/4 ̋. - On 8-to-the-inch graph paper, draw a triangle with
short sides that measure 11/4 ̋ and connect their ends.
1¼ ̋
1¼ ̋ G
Draw G.
- To determine the size of the H octagon, add the
short side of the G triangle twice, plus its diagonal mea-
surement once.
1.25 ̋ × 1.414 = 1.7675 ̋ (diagonal measurement of G
triangle)
1.25 ̋ + 1.25 ̋ + 1.7675 ̋ = 4.2675 ̋ = 41/4 ̋ - On 8-to-the-inch graph paper, draw a 41/4 ̋ square.
Come 11/4 ̋ (the size of the short sides of the G triangle)
in from each side of each corner. Connect the points and
erase the triangles to reveal the H octagon shape.
1¼ ̋
1¼ ̋
4¼ ̋
4¼ ̋
H
G
Draw a square, and then draw
diagonal corner lines.