1.1 Sets
1.2-1.4 Terms
1.5 Measurements
1.6 2D Figures
1.7 3D Figures
100

Translate the sentence into symbolic notation: 

"The set containing elements m, a, t, and h is a proper subset of set S." 

{m, a, t, h}sub S

100

True or False: Postulates require proof.

False

100

Find the distance of segment CK

9

100

Classify the curve as specifically as possible: 

Curve (not simple, not closed)

100
Always, Sometimes, or Never: 

A cone is a prism. 

Never

200

True or false: The empty set is a subset of every set.

True

200
Fill in the blank with the correct vocabulary word: 

"Three ______________ points lie in exactly one plane"

noncollinear

200

Classify an angle with a measure of 123 degrees as acute, right, obtuse, or straight.

Obtuse

200

Is this a polygon? Why or why not?

No, it is not closed.

200

Classify as specifically as possible. 

Right Circular Cone

300

Always, sometimes, or never: 

Equivalent sets are equal sets.

Sometimes

300

Lines A, B, and C are _______________ lines, lines that intersect at one point. 


Concurrent

300

Find AB and BC if AC=44

AB=28

BC=16

300

Is this a polygon? Classify by the number of sides and as convex or concave.

Yes, octagon and concave.

300

Classify as specifically as possible: 




Triangular pyramid; Tetrahedron

400

Use Set Builder Notation to describe the set 

A={1, 2, 3, 4, 5}

A={x|x in bbb"N" " and " 1<=x<=5}

400

Give two other correct names for 

/_ 3

/_DFE " and " /_EFD

400

Find the measures of angles 2 and 3 

m/_1=60; m/_2=7x+1, m/_3=9x+7

m/_2=50 ; m/_3=70

400

Find the perimeter of a quadrilateral with sides 3cm, 5 cm, 15 cm, and 8cm. 

31 cm

400

Classify as specifically as possible: 

Pentagonal Prism; Heptahedron

500

Use the sets below to find 

A nn C

U= bbb"N" ; A={1, 2, 3}, B={2, 4, 6}, " and " C={1, 3, 5}

A nnC={1, 3}

500

Always, Sometimes, or Never: 

The union of two rays is a line. 

Sometimes

500

Find RS and RT if S is the midpoint of Segment RT.

RS=28 

RT=56

500

Find the perimeter 

8c

500

Classify as specifically as possible: 

Right Hexagonal Pyramid; Heptahedron