In Exercises 47 to 50, use the fact that the area of the polygon is unique. In ▱ A B C D , AB = 7 and B C = 12. The length of altitude A F ¯ (to side B C ¯ ) is 5. Find the length of altitude A E ¯ from A to D C ¯ .
In Exercises 47 to 50, use the fact that the area of the polygon is unique. In ▱ A B C D , AB = 7 and B C = 12. The length of altitude A F ¯ (to side B C ¯ ) is 5. Find the length of altitude A E ¯ from A to D C ¯ .
Solution Summary: The author explains how the length of the altitude stackrel AE is 8.57.
In Exercises 47 to 50, use the fact that the area of the polygon is unique.
In
▱
A
B
C
D
,
AB
=
7
and
B
C
=
12.
The length of altitude
A
F
¯
(to side
B
C
¯
) is 5. Find the length of altitude
A
E
¯
from A to
D
C
¯
.
Definition Definition Two-dimentional plane figure composed of a finite number of straight line segments connected to form a closed chain or circuit. A polygonal circuit's segments are known as its edges or sides, and the points where two edges meet are known as its vertices or corners.
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