Gimme the Term!
What IS the length?
Define the Term...
Word Problems (2 x $) You might want to sketch a picture to help!
Give the Coordinates
100

Points that lie on the same plane are called...

Coplanar

100

On a number line, what is the distance from the point (-6) to (+13)?

19 UNITS

100

Collinear means...

Lying on the same line.

Lies on the same line.

100

Three push-pins (tacks) are pushed onto a cork board in a line (P then Q then R). Pin P is 4.4 cm from Pin Q. Pin R is 12.2 cm from Pin Q. How much string would be needed to reach from Pin P to Pin R and back to Pin Q?

28.8 cm of string is needed.

100

Give the coordinate of the midpoint (5,2) on a segment with one endpoint at coordinate (3,1), what is the other endpoint?

(7,3)

200

The point that is between and equidistant from the endpoints of any given line segment.

Midpoint

200

What is the length of a line segment on a coordinate graph with endpoints (2,3) and (-8,3)?

10 UNITS

200

Bisector means...

A line, ray, or plane that divides a geometric object (like an angle or line segment) into two equal parts

200

Marcus is hanging a picture in his apartment. The wall (segment AC) he is hanging it on is 10 feet wide. Marcus wants the left side of the picture to sit at a point (B) so that the ratio of AB to BC is 2:3. What distance from the left side of the wall should Marcus place the left side of the picture? 

4 feet

200

Given the endpoints of a segment  (5, 2) & (−4, −3), find the midpoint.

(1/2, -1/2)

300

When two geometric figures (i.e. segments, sides) are identical in shape and size is called...

Congruent

300

On a number line, what is the length of the segment with endpoints at 36, and -22?

58 UNITS

300

Fractional Distance

The location of a point along a line segment, expressed as a fraction (or ratio) of the total distance between the two endpoints.

300

Mr. McBride wants to get a coffee on his way to the grocery store. Mr. McBride lives at (-4,8), while the grocery store is located at (20,4).  Find the location of "The Coffee Pot" if it is 1/2 the distance from Mr. McBride's house to the grocery store.

(8,6)

300

Given an endpoint of a line segment (−1, 9), and the midpoint of (−9, −10), find the other endpoint.

(−17, −29)

400

This is a flat, two-dimensional surface that extends infinitely in all directions.

Plane

400

What is the length of the line segment in the coordinate plane whose endpoints are (0,0) and (-5,5)?

5 on the square root of 2

400

Segment Addition Postulate states:

Given a segment (AC) with point (B) lying on the segment, AB + AC = AC

400

Given: Point (H) is the midpoint of line segment (GI). The length of (GH) is 14x - 6 yards and the length of (HI) is 4(x+1) yards. 

What is the length of line segment (GI)?

x = 1;  SO the length of segment (GI) is 16 yards.

400

Given the endpoints of a line segment (4.9, −1.3) & (−5.2, −0.6), find the midpoint.

(−0.15, −0.95)

500

What is the "length of space" between two given points called?

Distance

500

What is the total length of two magnets (magnet A & magnet B) that are placed end to end to form magnet AB if their lengths are 42" and 58" respectively?

100"


100 INCHES

500

Origin

In a Cartesian coordinate system, it's the point where the x-axis and y-axis intersect.  

500

What do you get when you cross Geometry and McDonald's?

A Plane Cheeseburger!

500

 Find the point that is one-fourth of the way from (2, 4) to (10, 8).

(4, 5)

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