Determine the coordinates of the vertices of the following quilt pattern if the bottom left-hand corner is the origin and the length of each side of the whole square is 9. The small square in the center has an area of 9, and each of the four rectangles has an area of 4.5. (Assume that the square in the center of the pattern is centered in the figure. Also assume that points E, F, H, N, S, T, Q and K are halfway between the center square and the outer edge.) U M s 0 W 0 R
Determine the coordinates of the vertices of the following quilt pattern if the bottom left-hand corner is the origin and the length of each side of the whole square is 9. The small square in the center has an area of 9, and each of the four rectangles has an area of 4.5. (Assume that the square in the center of the pattern is centered in the figure. Also assume that points E, F, H, N, S, T, Q and K are halfway between the center square and the outer edge.) U M s 0 W 0 R
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Q: (x, y) =
S: (x, y) =
U: (x, y) =
W: (x, y) =
R: (x, y) =
=
T: (x, y) =
V: (x, y) =
X: (x, y) =
Transcribed Image Text:Determine the coordinates of the vertices of the following quilt pattern if the bottom left-hand corner is the origin and the length of each side of the whole square is 9. The small square in the center
has an area of 9, and each of the four rectangles has an area of 4.5. (Assume that the square in the center of the pattern is centered in the figure. Also assume that points E, F, H, N, S, T, Q and K are
halfway between the center square and the outer edge.)
U
M
S
Ν Ο
H
E
B
W
PQ
F
U
K
X
R
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