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Trapezoids and Kites (8.2)
Contributed by: Jarvie
Properties of
trapezoids
kites
and 
If the legs of a trapezoid are congruent,
then the trapezoid is an ________________
trapezoid.
equilateral
isosceles
irregular
absolute
Theorems 
True or false?
If a trapezoid is isosceles, then each pair of 
base angles is congruent.
A
B
∢A ≅ ∡D and ∢B ≅ ∡D
True
False
C
D
True or false?
A trapezoid is isosceles if and only if its diagonals are congruent.
Trapezoid ABCD is isosceles if and only if
AC ≅ BD
A
B
True
False
C
D
If MN is the midsegment of trapezoid ABCD, then MN    AB,  MN     DC  and
C
M
A
MN = ____(AB + CD)
B
N
D
Midsegment Theorem for
Trapezoids
½
¼
S
M
P
Find MN
12 in
28 in
Q
N
R
15 in
20 in
25 in
30 in
If a quadrilateral is a kite,then its diagonals are __________________.
congruent
perpendicular
proportional
parallel
If a quadrilateral is a kite, then exactlyone pair of opposite angles are congruent.
B
A
C
∢B ≅ ∢ D
∢B ≅ ∡ C
∡C ≅ ∡A
∡C ≅ ∡D
D
Find the m∡G
H
100o
E
G
40o
140o
110o
120o
cannot be determined
F
Find the value of x.
2
3
4
5
10
7
2x
What is the value of the midsegment?
36
7x - 6
x2
cannot be done
36
50
36 or 50
If you missed more than 2 questions,
please open your book and do
some of the odds for practice (the 
answers are in the back of the book).
m<BEA
m<BCE 
m<ABE
CD = 
AC = 
degrees
degrees
degrees
m < 1
m < 6
m < 7
m < 8
m < 5
Find the measures of the following angles.
90
?
42
?
38
?
52
?
48
?
What is AC?
What shape is this?
2.6 m
5.2 m
5.8 m
Cannot be determined
What is the...
m < 1 = 
m < 2
degrees
degrees
m < 2 = 
m < 3 = 
m < 1 = 
Find the measures of the angles
degrees
degrees
degrees
Find the value of x
Find BC
Find EF
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