2.1 and 2.2
2.2 and 2.3
2.5
2.6 and 2.7
2.7 and 2.8
100

Find the next two numbers and state the rule describing each pattern.

1) 64, 32, 16, 8, 4...

2) 3, 4, 7, 11, 18...

3) 1, 4, 9, 16, 25...

What is...

1) 2, 1- Divide the previous number by two

2) 29, 47- Add the two previous numbers

3) 36, 49- Each number is the square of its position

100

State whether each statement is a disjunction or a conjunction and whether it is true or false

15) birds fly or fish swim

18) A tetrahedron has four faces or a heptahedron has nine sides.

What is

Disjunction, True

100

State the proper subsets of the real numbers to which each listed real number belongs

-3

What is Integers and Rational Numbers

100
Use the figures to find each value

42) Y is the midpoint of XZ

find a, YZ, and XZ

What is

a= 22

YZ = 65

XZ = 130

100

Supply each missing statement

1) <XYZ and <ZYW are adjacent angles    1. Given

2) _____________ 2) Angle Addition Postulate

What is

m<XYZ + m<ZYW = m<XYW

200

Make a conjecture describing each instance of completing the sentence.

4) The sum of two even numbers is...

5) The product of two negative numbers is...

What is...

4) even

5) positive

200

State whether each statement is a disjunction or a conjunction and whether it is true or false

16) Blue and orange are each primary colors of light

17) Every pyramid is a cone and every prism is a cylinder

What is 

Conjunction, False

Conjunction, True

200

State the proper subsets of the real numbers to which each listed real number belongs

-2.89

What is rational numbers

200

Use the figure to find each value

43) x, m<GKJ, m<FKG

What is

x= 8

m<GKJ = 41

m<FKG = 139

200

Supply each missing statement

1. _____________ 1) Given

2) <R ≅ <S       2) All right angles are congruent

What is

<R and <S are right angles

300

State whether each sentence is a true statement, a false statement, or not a statement.

8) Every polygon is a quadrilateral.

9) Every triangle is a polygon.

10) 3x = 9x

What is...

8) False

9) True

10) Not a statement

300

Write each statement in if-then form, Then write an equivalent disjunction for the conditional.

20) Two parallel lines never intersect

What is

if two lines are parallel, then they do not intersect

Two lines are not parallel or they do not intersect

300

State the property illustrated by each statement

7 * 1 = 7

What is the Identity Property of Multiplication

300
Use the figure to find each value

44) x, m<PQS, m<SQR

What is

x= 10

m<PQS= 127

m<SQR = 53

300

Supply each missing statement

1) _______________ 1) Given

2) m<M + m<N = 180° 2) Definition of supplementary

What is 

<M and <N are supplementary

400

Write each statement given p: "Three points are collinear."

~p

Ɐp

ꓱp

What is

Three points are noncollinear

All three points are collinear

There exist three points that are collinear

400

Write the converse, inverse, and contrapositive of the conditional statement. State whether it is true or false.

21) If two angles are adjacent angles, then they have a common side. 

What is

Converse- If two angles have a common side, then they are adjacent angles

Inverse- If two angles are not adjacent angles, then they do not have a common side

Contrapositive- If two angles do not have a common side, then they are not adjacent angles.

Only the contrapositive is true.

400

State the property illustrated by each statement

(3*5)*4 = 3*(5*4)

What is the Associative Property of Multiplication

400

If M is the midpoint of XY and XM = 39, find XY.

What is 78

400

Supply each missing statement

1) AB bisects CD at point P    1) Given

2) _______________ 2) definition of segment bisector

What is

P is the midpoint of CD

500

Negate Each statement:

Some sports are not fun

No students like math

All babies are beautiful

What is

All sports are fun

Some students like math

Some babies are not beautiful

500

Write the converse of each conditional and the related biconditional. State whether the original conditional, its converse, and the biconditional are true or false.

24) If three points are coplanar then they are collinear.

What is

Converse: If three points are collinear, then they are coplanar.

Biconditional: Three points are coplanar if and only if they are collinear.

Only the converse is true.

500

Name the definition, postulate, or property that justifies each statement

Which three properties must be true in any equivalence relation?

What is reflexive, symmetric, and transitive

500

If the midpoint, M, of XY has m = 17 and XM = 28, state the coordinates of X and Y. 

What is -11 and 45

500

Supply the missing reasons to complete the proof

1) <4 ≅  <5

2) <1 ≅  4;  <5 ≅ <7

3) <1 ≅  <7

What is

1) Given

2) Vertical Angle Theorem

3) Transitive Property of Congruent Angles