From (3): The length of the sides of the square are .
Final piece measures 170 inches by 220 inches.
\Create a table for square.
\Polygon | \Model | \Actual dimensions | \
Name | \Square | \\ |
Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Observe the table:
\The actual dimensions of the square are .
\
From (3): The length of the sides of the pentagon are and
Final piece measures 170 inches by 220 inches.
\Create a table for pentagon:
\Polygon | \Model | \Actual dimensions | \
Name | \Pentagon | \\ |
Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Observe the table:
\The actual dimensions of the pentagon are and
\
From (3): The length of the sides of the Hexagon are and
Final piece measures 170 inches by 220 inches.
\Create a table for Hexagon:
\Polygon | \Model | \Actual dimensions | \
Name | \Pentagon | \\ |
Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Side ![]() | \
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Observe the table:
\The actual dimensions of the hexagon are and
\
\
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.
\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
.
.
.