Geometry Intro Jeopardy
Vocabulary
Circles
Quadrilaterals
Angles
Final Jeopardy Challenge
Congruent
Triangles
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
adj
hyp
Vocabulary
100
2 lines that intersect to form a 90
degree angle
Vocabulary
200
2 angles with the same measure or 2
lines with the same length (2
figures that have the exact same
size and shape or 2 segments or
angles that have the same
measure)
Vocabulary
300
Quadrilateral with 4 congruent
sides
Vocabulary
400
the sum of the lengths of the sides
of a polygon
500
Vocabulary

the reverse of a statement
Circles
 The
100
circumference of a circle with
radius 6 is…
200
Circles
Find NT
300
Circles
∆MNP is
circumscribed
about circle Q.
The perimeter
of ∆MNP is 30,
MR=4, and
SN=6, find PT.
Circles
 In
the figure,
XZ = 12, UV =
8, and WY is a
diameter.
 Find the length
of a radius of
the circle.
400
Circles
Find the area of
the shaded
sector.
500
100
Quadrilaterals
Find the value of
x
200
Quadrilaterals
If ACDF is a
rectangle, what
is m AEC?
300
Quadrilaterals
Find x and y
400
Quadrilaterals
The diagonals of a
________________ bisect the
opposite angles.
500
Quadrilaterals
The diagonals of a
__________________ are equal
in length.
100
Angles
DE is a diameter.
Find the
measure of
angle DFE
200
Angles
If 2 parallel lines
are cut by a
transversal,
then …
(3 answers)
300
Angles
Angles a and e
are an example
of this.
400
Angles
Find the value of
x so that j and k
are parallel
500
Angles
Find the measure
of angle 1
100
Congruent Triangles
 DEF
by ___
 ___
Congruent
Triangles
∆ ABC  ∆ ___
by ______
200
Congruent
Triangles
Name the 2  s
and the property
that shows them
congruent.
300
Congruent
400
Triangles
Two triangles are congruent if and
only if…
500
Congruent Triangles
AC  BD,
AD  BC, ∆ ADB
 ∆ ________
Which conjecture
supports the
congruence
statement?
Final Jeopardy
∆ABC is isosceles, the
trisectors of A
meet the bisectors of
B & C at points
E & F. A
perpendicular is
dropped from D to a
point on AB (point
F). If mBAC = 36
and AB = 5, how
long is AF?