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GEOMETRY JEOPARDYPoints, Lines,
RaysMeasuring Segments
Measuring Angles
Basic Constructions
Miscellaneous Math
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
Points, Lines, Rays 100
What is the part of a line consisting of two endpoints and all the points between
them?
Points, Lines, Rays 200
Two Rays that share an endpoint and form a line are
called _____________ .
Points, Lines, Rays 300
Use always, sometimes, or never:
Two points are ______ collinear.
Points, Lines, Rays 400
• Name a pair of intersecting lines.
Points, Lines, Rays 500
Describe the differences between a line, a ray, and a segment.
Measuring Segments 100
Find the distance and the
midpoint BD.
Measuring Segments 200
Find the distance and the
midpoint of the following
segment.
AB if A(-1,5) and B(0,4)
Measuring Segments 300
Find the value of m if AC = 30.
Measuring Segments 400
Find the value of x and RT.
Measuring Segments 500
Find the value of y if K
is between J and L,
JK = 6y + 2, JL = 15y – 16, and
KL = 7y.
Measuring Angles 100
Find the value of x.
Measuring Angles 200
Find the value of w.
Measuring Angles 300
If m<PQR = 60, what is the
m<TQS?
Measuring Angles 400
Name two acute angles, one
obtuse angle, and a straight angle.
Measuring Angles 500
If LM is the bisector of <L, find
the value of x.
Basic Constructions100
Draw TV. Construct CD
so that CD = TV.
Basic Constructions 200
Draw obtuse <K. Then
draw KG so that KG is the
bisector of <K.
Basic Constructions 300
Draw an <U.
Construct <O so that
m<O = m<U.
Basic Constructions 400
Draw GH. Construct XY
so that XY GH and XY
intersects GH at its
midpoint.
Basic Constructions 500
Draw an acute <Z.
Construct <S so that
m<S = 2m<Z.
Miscellaneous 100
If Points R, S, and T are collinear
and RT = TS, what do we know about
point T?
Miscellaneous 200
Name two pairs of complementary angles.
Miscellaneous 300
JK = 48; Find the value of x.
Miscellaneous 400
Solve for x. m<BDK=3x + 4, m<JDR=5x-10
Miscellaneous 500
If <P and <Q are complementary angles and m<P=4m<Q, find m<P and m<Q.
