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Page 1
?
?
What do you call a location in space that has no size?
Lines that have no points in common?
Point
Parallel Lines
?
A length consisting of two endpoints and all the points
of the line between the endpoints?
Segment
?
What are lines that are not parallel and do not intersect?
They lie in different planes.
Skew Lines
?
?
What is a segment consisting of one endpoint and all
the points of the line on one side of the endpoint?
What are two rays with a common endpoint?
Angle
Ray
?
?
What is a flat surface with no thickness that extends in
all directions?
What is the point of the intersection of two sides of an
angle or figure?
Plane
Vertex
?
?
What are lines that have exactly on point in common?
What is the unit of measurement used on a protractor?
Intersecting Lines
Degrees
Page 2
?
?
What do you call a series of points that extend in
opposite directions?
A vertex is the point of intersection of two sides of angle
or figure? True or False
A Line
True
?
?
What are lines that intersect to form right angles?
What is it called when the sum of the measures of two
angles is 90  ?
Perpendicular Lines
Complementary Angles
?
?
What is it called when the sum of the measures of two
angles is 180  ?
What angle is this called?
Right Angle
Supplementary Angles
?
What angle is this called?
?
Obtuse Angle
What angle is this called?
Acute Angle
?
?
What angle is this called? Straight Angle
What are angles called when they are across from each
other and are equal?
Vertical Angles
Page 3
?
?
↔
Name AB.
→
Name DE.
Line
Ray
?
?
Name C.
−
Name CD.
Point
?
Line segment
?
Name a pair of skew lines. AB and CD
What are angles called that are side by side and have a
common vertex?
Adjacent Angles
?
?
What are angles that on opposite sides of the
transversal and inside the other two lines are
congruent?
What are the angles that are on opposite sides of the
transversal and outside of the other two lines are
congruent?
Alternate Interior Angles
Alternate Exterior Angles
?
?
What are angles that are in the same position on the
two lines in relation to the transversal are congruent?
What is the line that intersects two or more lines called?
Transversal
Corresponding Angles
Page 4
?
?
Name this Triangle:
Name this Triangle:
Equilateral Acute
Isosceles Acute
?
?
Name this Triangle: Isosceles Obtuse
Name this Triangle:
Isosceles Right
?
?
Name this Triangle: Scalene Right
What is a figure that is formed by 3 line segments?
Triangle
?
?
What is a four sided figure called that is also a
parallelogram with 4 congruent sides?
What is a 4 sided figure that has 2 sets of parallel lines,
and 2 sets of parallel sides?
Rhombus
Parallelogram
?
?
A quadrilateral that has only one pair of parallel
sides?
A quadrilateral that has 4 congruent sides and has 4 right
angles?
Trapezoid
Square
Page 5
?
?
What does a figure have when it can be rotated or turned
What does a figure have when it can be folded over so less than 360  about its center so that the figure looks
that one half of the figure matches the other half?
exactly as it does in the original position?
Line Symmetry
Rotational Symmetry
?
?
What is it called when a figure is rotated to a degree
measurement?
What is it called when a figure has a mirror image when
it’s flipped over a line?
Angle of Rotation
Reflection
?
?
What’s it called when a shape is changed in size or
position?
In the Triangle Sum Theorem, how many degrees must
the angles add up to?
Transformation
180 
?
?
What is a translation?
What is a transformation involving the turning or
spinning of a figure?
The movement of a figure from one position to
another without turning it.
Rotation
?
?
What is a Tessellation?
What does it mean to find the Volume of a 3-D shape?
It’s a tiling made up of copies of the same shape or
shapes that fit together without gaps or overlapping.
Finding the amount of cubic units needed to fill in a
solid region.
Page 6
?
?
What figure would be covered from this net?
Cube
What is Surface Area?
The sum of all the sides on a solid figure.
?
?
What is the flat surface of a shape called?
Face
A Cylinder
?
What is a 3-D shape called when all sides come to a
point?
Pyramid
?
What 3-D shape is a polyhedron with two congruent,
parallel bases, and other faces that are all
parallelograms?
Prism
?
?
What is Area?
What is the difference between perimeter and area?
Finding the amount of surface it covers in square
units.
Perimeter is the distance around and object. Area is the
amount of space inside and object.
?
?
What is the distance across the middle of a Circle
called, and what is half of it called?
What is perimeter of a circle called?
Circumference.
Diameter and Radius.
Page 7
10
10
If you are wearing anything with geometry on it, take
a bonus roll. Move that many spaces forward.
Find a geometric shape in the room and give it the
correct name. If correct, advance 2 spaces.
10
10
Count the number of spaces you are from the finish
line. If fewer than 10, go back 2 spaces. If more than
10, go forward 2 spaces. If equal to 10, stay where
you are.
Roll 2 dice. Take the smallest number as the diameter of
this circle. Find the circumference. If correct move the
sum of the dice.
10
10
Send any player back to Start.
Say you’re sorry, even if you’re not.
Move forward 2 spaces, or move another player back 5
spaces.
10
10
Move forward 2 spaces, or move every player back 1
space.
Roll 2 dice. Use these as the length and width of a
rectangle. Find me the area. If correct move the sum of
the die.
10
10
Draw a translation of any shape. Move ahead 2
spaces.
Compute the perimeter of this card in centimeters. If
correct, advance 2 spaces.
.
Page 8
10
10
Roll 2 dice. If the sum is 10, go to the next? space.
Follow directions on the ? card.
Find the area of the game board in centimeters. If
correct, advance 2 spaces.
10
10
If an opponent has an October birthday,
move ahead 5.
Find the area of the circle. If correct move ahead 3
spaces.
10
10
Draw an Isosceles Right Triangle.
Move 3 spaces ahead.
Find the measure of this angle.
10
Name the Line
10
Name a pair of complementary angles.
10
Name a pair of vertical angles.
Move ahead 2 spaces.
10
Find the missing measure. Move 3 spaces ahead.
Page 9
10
10
Find the angle measurement. Move ahead 2 spaces.
If < 1 is 130  in supplementary angles, what is the
measure of <2? If correct move ahead 3 spaces. If wrong
move back 3 spaces.
10
10
.
<4  <6 What are the names of these angles
<4  <6 What are the names of these angles.
10
10
What is the sum of the angles in a quadrilateral?
Move ahead 2 spaces.
Name a 5 sided shape. If correct move ahead 2, if not
move back 1.
10
10
An Octagon has how many sides. If correct move
ahead two, or move everyone else back 1.
Find a pair of skewed lines in the classroom. Move
ahead 3 spaces.
10
10
Roll 1 die three times. Add the numbers subtract 10,
and move ahead that number. If a negative number,
move back that number.
Roll 2 dice. If the sum is 10, move ahead 5 spaces.
Page 10
10
10
Roll 2 dice. The 1st die is the base of a triangle.
The 2nd die represents the height of the
triangle. Find the area of the triangle.
If correct, advance 2 spaces.
Roll 3 dice. The dice represent the length, width,
and height of a box. Find the volume.
If correct, advance 2 spaces.
10
10
Roll 1 die. The number represents the diameter
of a circle. Find the area of the circle.
If correct, advance 2 spaces.
Roll 3 dice. The dice represent the length, width,
and height of a box. Find the surface area.
If correct, advance 3 spaces.
10
10
Roll 1 die. The number represents the radius
of a sphere. Find the volume of the sphere.
If correct, advance 2 spaces
Roll 2 dice. The 1st die represents the height of a
cylinder. The 2nd die represents the radius of the
base. Find the volume of the cylinder.
If correct, advance 2 spaces.
10
10
Roll 1 die. The number represents the radius of a
sphere. Find the surface area of the sphere.
If correct, advance 2 spaces.
Roll 2 dice. The 1st die represents the height of a
cylinder. The 2nd die represents the circumference of the
base. Find the surface area of the cylinder.
If correct, advance 3 spaces.
10
10
Roll 2 dice. The dice represent the 2 legs of a right
triangle. Find the hypotenuse of the triangle using the
Pythagorean Theorem.
If correct, advance 2 spaces.
Roll 2 dice. The 1st die represents the height of a
pyramid. The 2nd die represents the radius of the base.
Find the volume of the pyramid.
If correct, advance 2 spaces.
Page 11- Answers for some of the questions we have to write in.
On page 3. Cube questions. WE are just drawing in Letters on the corner of the cubes. The
answers are the words tabbed off to the right hand side.
On page 8. On the 10 questions cards. On the card that asks to name a line. Just plot in 5 points on
those lines. On the Card next to it for Vertical angles. Write in 4 angles. <1, <2, <3, <4.
Do the same for the card beneath it for complementary angles. Write in eight angles. <1, <2, <3,
<4, <5, <6, <7, <8.
On the last question of this page. Find the missing measure, I was going to write in 45  , and have
them find the larger angle since there is a question later having them find the smaller angle. And put
in X  on the other half of the supplementary angles.
On page 9. The last two questions to write something in. The Set of 8 congruent angles. The first
cards answer is Alternate Interior Angles. We just need to write these angles in <1, <2, <3, <4, <5,
<6, <7, <8. so that <4 and <6 are Alternate interior angles.
The next questions the answer is Alternate Exterior Angles. WE just need to rearrange the angles
so that <4 and <6 are still the correct answer to alternate exterior angles.
Those are the only write ins’ that I have.
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