Basics of Geometry & Proofs
Parallel & Perp Lines
Transformations
Congruent Triangles
Miscellaneous
100

Find BC. 

4

100

What is the complement of 69 degrees?

21 degrees

100

What transformation occurred?

Reflection

100

Classify the triangle by its sides and angles. 

Acute isosceles

100

How many years are in one score?

20 years

200

Name the intersection of plane P and line n. <img data-fr-image-pasted="true" 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

G

200

Find the value of x if L is the bisector of segment XZ. 

7.5

200

Using words, where does the coordinate notation tell you to translate the figure? (x,y)-->(x-1, y+5)

Left 1, Up 5

200

By which theorem or postulate are the two triangles congruent? 

SAS

200

Name both teams playing in this year's Superbowl.

New England Patriots & LA Rams

300

Find the measure of <ABD.

110

300

Ray BD bisects <ABC.  Find the value of x. 

x = 25

300

What transformation occurred?

180 degree rotation

300

Find m<E. 

44 degrees

300

Who is next in line to run the United States after the President and Vice President?

Speaker of the House

400

IF KM is perpendicular to JL, find the value of y. 

y = 6

400

Find the value of x. 

x = 49

400

What is the scale factor in the following dilation?

k=2

400

By which theorem or postulate are the two triangles congruent? 

AAS

400

In what town were the winter Olympics held last year?

Pyeongchang

500

Find the distance between the points (-2,4) and (3,-1).  Leave answer in exact radical form.

square root 50

500

Find the value of x. 

x = 55

500

Give the coordinates of the point (-3,5) if it was reflected over the x-axis. 

(-3,-5)

500

Fill in Reason #5 in the following proof. <img data-fr-image-pasted="true" 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

CPCTC

500

Who was the director of the movies Jurassic Park, Schindler's List, and ET?

Steven Spielberg