What's The Word?
'Tis But A Name
The In Between
Go The Distance
Seems Valuable
100

This is a location. It has neither size nor shape, only position

Point

100

Name a point contained in line n (slide 8)

E or B

100

This is where two lines intersect

A point

100

AC is this long (slide 9)

2 meters

100

On a field trip, a bus driver was told to make a stop 53 miles into the trip. If the rest of the trip is 41 miles and the entire journey can be represented by the expression 3x + 16, then the value of x would be this.

x = 26

200

If two points are on the same line, they are called this.

Collinear

200

Name the plane (slide 2)

Plane B

200

These kinds of lines never intersect.

Parallel lines

200

True or false:  XY≅WZ (slide 4)

False
200

This is the value of x (slide 10)

x = 9.5

300

This is a flat surface up of points that has no depth and extends indefinitely in all directions.

Plane

300

Name a line that contains point E (slide 8)

q

300

The coordinate of point X on PQ that is 3/4 of the distance from P to Q is this. (slide 6)

4

300

The coordinates of A and B are –7 and 9. The coordinates of C and D are –4 and 12. This is their length. 

16 units

300

Houses A, B, and C are in a straight line. The distance between House A and House B is 3x + 2 miles. The distance between House B and House C is 3x + 4 miles. The distance between House C and House A is 9x - 3 miles. Using the value of x, we know that THIS is the distance between Houses A and C.

x = 3

AC = 24 miles

400

This word is used to describe constructions that are equal in every possible measurement.

Congruent

400

Name a line using three collinear points (slide 3)

Line AEC or CEA

400

This geometric construction is created when two planes intersect

A line

400

On a straight highway, the distance from Loretta’s house to a park is 43 miles. Her friend Larry lives along this same highway between Loretta’s house and the park. From Loretta’s house to Larry’s house is 31 miles. The distance from Larry’s house to the park is this many miles.

12 miles

400

Find the value of x given the following information.

Q is between  P and  R;

PQ=5x−10;

QR=3(x+4);

PQ ≅ QR

x=11

500

You would use this type of geometry to perform calculations on this figure (slide 1)

Synthetic Geometry

500

Name four points that are coplanar (slide 7)

ABEF, FADC, CBDE

500

These kinds of lines intersect at a 90 degree angle

Perpendicular lines

500

During the archaeological dig of a shipwreck near St. Augustine, a bronze bell and a pewter spoon were found this far apart (slide 5)

About 14.9 feet (or square root of 221)

500

What are the values of x and BC given the following information?  

B is between C and D; 

CB = 2x;

BD = 4x; and

CD = 12.

x = 2

BC = 4

M
e
n
u