Plan and Make a Model You have been selected to design a stain glass window for the city. It must include the following: 1. The picture must have a design or theme. 2. You must choose (at least) 5 different polygons. (No curves allowed)
\Designs of a stain glass window for the city:
\Square type window:
\2)
\Pentagon type window:
\3)
\Hexagon type window:
\4)
\Triangle type window:
\5)
\Parallelogram type window:
\3)
\\
\
Consider thr graph paper with the dimensions 8.5 by 11 in.
\\
Draw the square type window on the graph paper.
\Label the vertices.
\
Observe the figure,
\Vertices of the square ABCD are and
.
Find the length of the sides of the triangle using distance formula.
\Distance between two points and
is
.
.
.
.
\
\
Consider the graph paper with the dimensions 8.5 by 11 in.
\\
Draw the pentagon type window on the graph paper.
\Label the vertices.
\
Observe the figure,
\Vertices of the square ABCDE are and
.
Find the length of the sides of the pentagon using distance formula.
\Distance between two points and
is
.
.
.
.
.
.
Draw the hexagon type window on the graph paper.
\Label the vertices.
\Observe the figure,
\Vertices of the hexagon ABCDE are and
.
Find the length of the sides of the triangle using distance formula.
\Distance between two points and
is
.
.
.
.
Draw the triangle type window on the graph paper.
\Label the vertices.
\Observe the figure,
\Vertices of the hexagon ABCDE are and
.
Find the length of the sides of the triangle using distance formula.
\Distance between two points and
is
.
.
.
.
\
\
Consider thr graph paper with the dimensions 8.5 by 11 in.
\\
Draw the Parallelogram type window window on the graph paper.
\\
Observe the figure,
\Vertices of the triangle ABC are and
.
Find the length of the sides of the triangle using distance formula.
\Distance between two points and
is
.
.
.
\
Polygon | \Model | \Actual dimensions | \
Name | \triangle | \\ |
Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Observe the table:
\The actual dimensions are .
\
Polygon | \Model | \Actual dimensions | \
Name | \Parallelogram | \\ |
Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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\
\
and
Label the vertices.
\Observe the figure,
\Vertices of the triangle ABC are and
.
Find the length of the sides of the triangle using distance formula.
\Distance between two points and
is
.
.
.
.
\
\