Quadrilateral E F G H has the vertices E 0 , 0 , F a , 0 , G a + b , c , and H 2 b , 2 c . Verify that E F G H is a trapezoid by showing that the slopes of two sides are equal.
Quadrilateral E F G H has the vertices E 0 , 0 , F a , 0 , G a + b , c , and H 2 b , 2 c . Verify that E F G H is a trapezoid by showing that the slopes of two sides are equal.
Solution Summary: The author proves that the quadrilateral EFGH is a trapezoid by showing the slopes of two sides are equal.
Quadrilateral
E
F
G
H
has the vertices
E
0
,
0
,
F
a
,
0
,
G
a
+
b
,
c
, and
H
2
b
,
2
c
. Verify that
E
F
G
H
is a trapezoid by showing that the slopes of two sides are equal.
Calculus for Business, Economics, Life Sciences, and Social Sciences (14th Edition)
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