Midpoints and Bisectors
Line Segments
Distance
Locating Points
Points, Lines, and Planes
100

A point that divides, or bisects, a segment into two congruent segments is called a ___________________.

Midpoint

100

How many endpoints does a line segment have?

two endpoints

100

What is the equation for Distance?

Distance = rate x time

100

Where you'll be if you start at the origin and go seven steps to the right and four steps up.

(7, 4)

100


 Name three ways to name line l



UB, UH, BH, HB, HU, BU

200

Q is the midpoint of PR.
PQ = 6x – 7 and QR = 5x + 1.
Find the length of PR.

82

200

True or False: Line segments can make up an angle.

True

200

A bus travels 20 mph for 8 hrs. How far does it travel?

160 miles

200

Where you'll be if you start at (1,-3) and go one step left and three steps up.

the origin or (0,0)

200


 Name the plane DOUBLE MONEY



S BHE UBE EUB EBH



300



Identify the segment bisector.



Point M

300



This is a ....



Line

300

A dog runs 12 mph for 4 hours . How far does it run?

48 miles

300

Where you'll be if you start at (0,0) and take six steps to the left.

(-6,0) or on the x-axis

300

DOUBLE MONEY!!!  What do the two points in the notation of a ray signify?

The first point is the initial point, and the second point is the direction

400

Segment DE bisects segment AB at C. If AC = 8x – 3 and

CB = 4x + 57, find x. HINT: Draw a diagram to guide your work!

15

400

When line segments AB = 2 and AC= 10 , what is the length of BC?

8

400

A bird fly's 15 mph for 8 hours how far does it fly?

120 miles

400

Where you'll be if you start at the origin and go 2,000 steps left and 2,000 steps down.

(-2,000, -2,000)

400

A plane is named by...

Any 3 non-collinear points on the plane or an uppercase script letter.

500



Find the midpoint of XY.



1.5

500



AB is congruent to BC. Solve for X.



x=25

500

If you travel 60 mph for 8 hours how far will you travel?

480 miles

500

Where you'll be if you start at (3,5) and go two steps right and six steps down.

(5, -1)

500


 Name the intersection of the planes



Line n



M
e
n
u