Instructions for using this template.

1
Instructions for using this template.

• Remember this is Jeopardy, so where I have
  written Answer this is the prompt the students
  will see, and where I have Question should be
  the students response.
• To enter your questions and answers, click once
  on the text on the slide, then highlight and just
  type over whats there to replace it. If you hit
  Delete or Backspace, it sometimes makes the text
  box disappear.
• When clicking on the slide to move to the next
  appropriate slide, be sure you see the hand, not
  the arrow. (If you put your cursor over a text
  box, it will be an arrow and WILL NOT take you to
  the right location.)

2
Jeopardy
Choose a category. You will be given the
answer. You must give the correct question.
Click to begin.
3
Choose a point value.
Choose a point value.
Click here for Final Jeopardy
4
Angles
Triangles
Congruent Similar
Proportions With Similar
Trans- formations
Polygons
10 Point
10 Point
10 Point
10 Point
10 Point
10 Point
20 Points
20 Points
20 Points
20 Points
20 Points
20 Points
30 Points
30 Points
30 Points
30 Points
30 Points
30 Points
40 Points
40 Points
40 Points
40 Points
40 Points
40 Points
50 Points
50 Points
50 Points
50 Points
50 Points
50 Points
5
This type of angle is greater than 90.
6
What is an obtuse angle?
7
The angle measures are 48 and 42.
8
What are complementary angles?
9
The measure is equal to 139.
2
41
1
4
10
What is the measure of angle 1 or angle 3?
11
This angle measure equals 95.
1
50
6
5
3
4
145
12
What is angle 1 or angle 4?
13
This forms an equation to find the value of x.
5x
x
1
2
14
What is x5x180?
15
This type of triangle has two congruent sides.
16
What is an isosceles triangle?
17
This is the measure of angle x.
x
20
55
18
What is 105?
19
These angles are the exterior angles of the
triangle.
1
2
3
5
6
4
20
What are angles 1, 4, and 6?
21
This reasoning explains why a right triangle
containing a 100 angle is not possible.
22
What is it would have the sum of the angles
greater than 180?
23
These are the values of the variables.
a
b
54
24
What is a72 and b54?
25
This type of polygon has seven sides.
26
What is a heptagon?
27
This type of polygon has all sides equal in
length and all angles equal in measure.
28
What is a regular polygon?
29
This is the perimeter and sum of the angle
measures of the regular octagon below.
5.6 in
30
What is 44.8 in for the perimeter and 1080?
31
This identifies the shape below.
32
What is a regular heptagon?
33
These values tell us the measures of an
individual side and angle of a regular decagon
with a perimeter of 250 feet.
34
What is 25 feet and 144?
35
These polygons have the same size and shape.
36
What are congruent polygons?
37
Knowing, ?ABC is congruent to ?XYZ, this is the
value of the angle with value t.
Z
A
100
?
?
Y
38
42
t
B
C
X
38
What is 100?
39
These are the corresponding sides of the
congruent quadrilaterals ABCD and WXYZ.
Z
A
B
W
C
D
X
Y
40
What is AB with WX, BC with XY, CD with YZ, and
AD with WZ?
41
This is the length of the LM side of a figure
with a ratio to the figure below of 25 (ABCD
LMNO).
42
What is 10 cm?
43
Two rhombuses are ? similar. Always, sometimes,
or never
44
What is sometimes?
45
When finding a missing side in similar polygons
we use this.




46
What is a proportion?
47
These trapezoids are similar or not similar, and
this is why.
B
A
E
F
C
D
48
What is not similar because the ratios for the
all sides except DC will be lt 1, while the ratio
for DC1?
49
This is the error in finding the unknown length
x of the similar polygons.
50
What is the 6 and the 15 should be flipped?
51
This value tells the height of a tree when a
person who is 5.5 ft tall stands next to a tree
and casts a shadow of 2 ft long, while the tree
casts a shadow 8 ft long.
52
What is 22 ft?
53
This value tells the width of an enlarged photo
when a photo with dimensions of 5 in wide and 7
in long is enlarged and has a length of 24.5 in.
54
What is 17.5 inches?
55
When an object can be turned 180 or less and
fits on the original image it has this property.
56
What is rotational symmetry?
57
This is the number of lines of symmetry in the
object below.
58
What is 4 lines of symmetry?
59
This is the coordinate notation to describe a
slide 5 units to the left and 1 unit up.
60
What is (x, y)?(x-5, y1)?
61
These are the coordinates of a pentagon with
coordinates A(2,5), B(-1,6), C(-4,2), D(-2,3),
and E(1,4) once the pentagon has been reflected
over the y-axis.
62
What are A(-2,5), B(1,6), C(4,2), D(2,3),
and E(-1,4)
63
This describes what happens to the coordinates
put through the following coordinate notation
(x, y)?(-x, -y2)
64
What is a reflection about the y-axis, another
reflection about the x-axis, and finally a shift
two units up?
65
Final Jeopardy
Make your wager
66
Starting with the vertices of a triangle at
A(2,3) B(5,6) and C(-2, 1) these are the
coordinates after a reflection about the x-axis
then a slide to the right 2 units and up 3 units.
67
What is A(4,0), B(7,-3), and C(0,2)?