Blank Jeopardy

1
Classifying Quadrilaterals
Properties of Parallelograms
Trapezoids and Kites
Rhombii
Rectangles
1 pt
1 pt
1 pt
1 pt
1 pt
2 pt
2 pt
2pt
2pt
2 pt
3 pt
3 pt
3 pt
3 pt
3 pt
4 pt
4 pt
4pt
4 pt
4pt
5pt
5 pt
5 pt
5 pt
5 pt
2
Classify the following diagram in as many ways as
possible.
3
Quadrilateral Parallelogram Rhombus
4
Name the quadrilateral that has two pairs of
adjacent sides that are congruent and no opposite
sides congruent.
5
Kite
6
What is the difference between a trapezoid and an
isosceles trapezoid?
7
A trapezoid is a quadrilateral with exactly one
pair of parallel sides. An isosceles trapezoid is
a trapezoid whose nonparallel opposite sides are
congruent.
8
Find the value of x and y and then find the
length of each side of the rhombus below.
9
x 3 y 5 All sides lengths are 15
10
Complete the following diagram representing the
relationships among special quadrilaterals.
11
(No Transcript)
12
Opposite sides of a parallelogram are
_________________
13
Congruent
14
Explain why consecutive angles in a parallelogram
are supplementary.
15
Consecutive angles are formed by two parallel
lines cut by a transversal. These angle pairs
are classified as same-side interior angles and
same-side interior angles are supplementary when
two parallel lines are cut by a transversal.
16
Based on the markings, decide whether each figure
must be a parallelogram.
a.
b.
17
a. Yes both pairs of alternate interior angles
are congruent, therefore both pairs of opposite
sides are parallel. b. No the diagonals do not
necessarily bisect each other.
18
Find the values of x and y for the parallelogram
below.
19
x 30 y 55
20
Find the values of x and y and then find the
length of each diagonal for the parallelogram
below.
21
x 8 y 25 50 80
22
Fill in the blank with always, sometimes, or
never.
A rectangle is ___________ a square.
23
Sometimes
24
What is the relationship between the diagonals of
a rectangle?
25
They are congruent
26
True or False? a. The opposite sides of a
rectangle are congruent. b. The diagonals of a
rectangle are always perpendicular. c. The
diagonals of a rectangle bisect each other. d.
The opposite angles of a rectangle are both
congruent and supplementary.
27
a. True a rectangle is a parallelogram and the
opposite sides of a parallelogram are
congruent b. False unless the rectangle is a
square, the diagonals are not perpendicular. c.
True a rectangle is a parallelogram and the
diagonals of a parallelogram bisect each
other. d. True all four angles in a rectangle
are 90 degrees, therefore the opposite angles are
both congruent and supplementary.
28
Determine if the following diagrams are
rectangles. Justify your answer.
a.
b.
29
a. No the diagonals are not necessarily
congruent. b. Yes the diagonals are congruent.
30
Find the value of x for the following rectangle
and then find the length of each diagonal.
31
x 11 AC BD 16
32
What are the characteristics of a rhombus?
33
A rhombus is a parallelogram with all four sides
congruent.
34
True or False? A square is a rhombus.
35
True
36
Based on the following diagram, determine if the
parallelogram is a rhombus.
37
Yes the diagonal is bisecting two angles.
38
Find the missing angle measures for the rhombus
below.
39
90 60 60 30
40
Find the value of x for which ABCD is a rhombus.
41
x 4/3 y 7
42
Find the value of x for the isosceles trapezoid
below.
43
x 3
44
Find the measure of each angle for the isosceles
trapezoid below. Justify your answer.
45
1 62 base angles of an isosceles trapezoid are
congruent. 2 118 angle 2 and the 62 degree
angle are s.s.-interior angles. 3 118 angles 2
and 3 are base angles.
46
Find the value of x for the isosceles trapezoid
below.
47
x 4
48
Find the value of each missing angle for the kite
below.
49
90 9 81 40
50
Find the values of x and y for the kite below.
51
x 35 y 30