Polygons And Quadrilaterals Worksheet - Unit 9, Humble Independent School District Page 30
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35Trapezoid and Kites Assignment
I. For each shape finish the statements.
QR ≅
PS ≅
PT ≅
∆
≅
___
___
___
QRT
___
∆
≅
+
=
TR =
PTS
___
QT TS
___
2(
)
___
m PQT =
+
=
____
m STP m RTQ
____
QT ≅
RT ≅
RPS ≅
___
QR
___
___
___
RQT ≅
−
=
+
=
___
RT
PT
___
QP PS
___
m QTS =
+
=
____
m QRS m RST
____
1
AX ≅
CD ≅
AX =
CD =
___
___
2(
)
____
(
)
_____
2
1
+
=
−
=
+
=
AX
BX
___
CD
___
YD
(
BC AD
)
_____
2
=
+
m BAX +
=
°
2(___)
BC
AD
________ 180
II. Answer the following questions.
1. Draw the following and label the 2 bases: TRAP is an isosceles trapezoid with diagonals RP and TA .
≅
≠
A
B
2. Draw the following quadrilateral: ABCD, AB CD ,
, and AB CD
.
3. The measures of the bases of a trapezoid are 8 and 26. What is the measure of the midsegment of the
trapezoid?
4. Which statement is never true for a kite?
a. The diagonals are perpendicular
b. One pair of opposite angles are congruent
c. One pair of opposite sides are parallel
d. Two pairs of consecutive sides are congruent.
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