Vocabulary
Points, Lines & Planes
Segment & Angle Addition Postulate
Distance / Midpoint Formula
Angle Measures
100

Points that lie on the same plane

Coplanar

100

Give another name for line p. 

**Answers may vary

100

Solve for x. 

x=7

100

Find the distance between X and Y. Round to the nearest hundredth. 

X(-9,2) and Y(5,-4). 



15.23

100

Name the angle in 4 different ways. 

∠CAT, ∠TAC, ∠A, ∠3

200

A location with no size or shape

Point

200

Name the intersection of line r and plane K. 

X

200

If JL = 10x-2 , JK = 5x-8, and KL = 7x-12 , find KL. 

51

200

Find the midpoint of AB if A(-3,8) and B(-7,-6). 

(-5,1)

200
Identify all of the angle relationships between angle 1 and angle 2. 

Adjacent, supplementary, linear pair

300

Congruent angles that are across from each other on intersecting lines

Vertical angles

300

Name the intersection of plane JPS and plane Z. 

JM

300

Points D, E, and F form a straight angle ∠DEF. Ray EG splits the angle such that m∠DEG= (25-x)° and

 m∠GEF = (12x+45)°. Solve for x. 

x=10

300

If Q is the midpoint of segment PR, find the coordinates of R if P(11,-2) and Q(4,3). 

(-3,8)

300

If line m is perpendicular to line n, solve for x.

x=15

400

Adjacent angles that are supplementary

Linear pair

400

How many planes appear in the figure?

6

400

If ray QS bisects ∠PQR, m∠PQS = (7x-6)°, and

m∠SQR = (4x+15)° , find m∠PQT.

94°

400

Given the graph, find MN. Round to the nearest hundredth. 

5.39

400

The measure of ∠2 is twelve less than five times the measure of ∠1. If ∠1 and ∠2 form a linear pair, find m∠2. 

m∠2 = 148°

500

A line, segment, or ray perpendicular to a segment at its midpoint

Perpendicular bisector

500

If two distinct planes intersect, then their intersection is _____________ a plane. (always/sometimes/never)

Never

500

If ray BD bisects ∠ABC, m∠DBC = 79°, and m∠ABC = (9x-4)° , find the value of x.

x=18

500

If R is the midpoint of QS,  QR = 8x – 51 and 

RS = 3x – 6, find QS.

42

500

If CD⊥EF, m∠ECH = (x+5)° and m∠HCD = (3x-7)° find m∠HCD.

62°

M
e
n
u