Download 100

Jeopardy
Translations
Congruency
and Rotations and Similarity
Angles and
Triangles
Polygons
Reflections
and
Symmetry
100
100
100
100
100
200
200
200
200
200
300
300
300
300
300
400
400
400
400
400
500
500
500
500
500
100
<1 and <2 are
supplementary and
m<1 = 75 degrees.
Find m<2.
200
<3 and <4 are
complementary and
m<3 = 56 degrees.
Find m<4.
300
m<3 = 110 degrees. Find
m<1 and explain your
reasoning.
1
4
2
3
400
Find the value of x. Explain your
reasoning.
500
The measures of the angles
of a triangle are (3x – 100)̊,
(x – 10)̊, and (x – 10)̊.
Solve for x and list the
angle measures.
100
True or False. If false, correct
the statement.
A parallelogram has one pair
of parallel sides.
200
Find the measure of
one angle in a
regular 10-gon.
300
Find the measure of <x.
400
Find the measure of <A in
the figure below.
500
Find the measures of x
and y.
100
Does the picture show a
reflection?
200
How many lines of symmetry
does the object have?
300
A polygon has vertices W(-5,3),
X(-2,1), Y(-7,4). What are the
vertices of it’s reflection over
the y-axis?
400
A polygon has vertices
T(-4,1), U(-2,2), V(-1,5). What
are the vertices of it’s
reflection over the x-axis?
500
How many lines of symmetry does
the object below have?
100
Name the type of
transformation:
Walking across the park.
200
Name the type of
transformation:
Riding a ferris wheel.
300
ΔJKL has verticies J(2,-3),
L(-1,2), and L(-3, 1). Find the
verticies of its image after the
translation (x,y) → (x+3,y-2).
400
ΔTUV has vertices T(0,-3),
U(2,2), and V(3,-4). Find the
vertices of its image after a
90̊ clockwise rotation.
500
ΔTUV has vertices T(1,-3),
U(2,1), and V(3,-4). Find the
vertices of its image after a
180̊ rotation.
100
Find the value of x. The
triangles are similar.
200
Tell whether the two
triangles are congruent.
Explain.
300
Are the two polygons
similar? Explain.
400
Tell whether the triangles
are congruent. Explain.
500
Assume ABCD and PQRS are similar. Find
side length AD.