GEOMETRY JEOPARDY Points, Lines, Rays Measuring Segments Measuring Angles Basic Constructions Miscellaneous Math 100 200 300 400 500.

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GEOMETRY JEOPARDY Points, Lines, Rays Measuring Segments Measuring Angles Basic Constructions Miscellaneous Math

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 Use always, sometimes, or never:

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 LM is the bisector of <L, find the value of x.

Measuring Angles 400 Find m<PAR

Measuring Angles 500 If AD is the bisector of <ABC, find the m<DBC.

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 = 1/2m<U.

Basic Constructions 400 Draw GH. Construct XY so that XY GH and XY intersects GH at its midpoint.

Basic Constructions 500 Construct <S so that m<S = 45.

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 m<BDK=3x + 4, m<JDR=5x-10, Find m<KDJ…

Miscellaneous 500 If <P and <Q are complementary angles and <P and <R are supplements. Find the m<R if m<P = 4m<Q