Free Printable Sega Ments

1.

(a) has 2 points and goes on forever in both directions.

2.

(a) is made up of a starting point and an ending point

3.

How many points exists within a line

a)

Infinitely many

b)

2 points

c)

1 point

d)

None

4.

Reorder the following order when solving

a)

Set up the equation

b)

Combine like terms

c)

Isolate the variable

d)

Check your answer

1)

2)

3)

4)

5.

Segment $\overline{AB}$ = 4, segment $\overline{BC\ }$ = 8, what is segment $\overline{AC}$ ?

(a)

6.

(a) has a starting point and goes on forever in one direction.

7.

When two segments meet, they form a_____

a)

ray

b)

line

c)

point

d)

plane

8.

How many points are needed to make a plane?

a)

2

b)

3

c)

1

d)

None. Planes are made of metal

9.

Suppose you have a plane with points A, R, T, Q, and P. Which of the following can be used to name the plane?

a)

ARP

b)

TQP

c)

ATC

d)

ART

10.

Which of the following can be used to name a point?

a)

A number

b)

A lower case letter

c)

A capital letter

d)

A Shape

11.

Suppose point A lies on line segment $\overline{CD}$ . That means that...

a)

Point A is collinear to $\overrightarrow{CD}$

b)

Point A is part of plane ACD

c)

Point A does not exist

d)

Point A is collinear to $\overline{CD}$

12.

Match the following

a)

$\overrightarrow{AB}$

1.

Ray A to B

b)

$\overline{AB}$

2.

Segment A to B

c)

A

3.

point A

d)

ABD

4.

Plane with points A and B and D

13.

What is x if $AB$ = $3x+4$ , $BC\ =\ 2x+1$ , and $AC\ =\ 20$

(a)

14.

What is x if $AB\ =\ 4x-1$ , and $BC\ =\ 7-3x$ , and $AC\ =\ 15$ ?

(a)

15.

What is AB if, $AB\ =\ 2x+6$ , = $BC\ =\ 3x-1$ , $AC\ =\ 35$

(a)

16.

What is AD if AB = 13 and BD = 7?

(a)

17.

Draw an example of a ray, with points included

18.

Draw an example of a segment with 3 points

19.

What is the value of x if $AB\ =\ 5x-3$ , $BC\ =\ 2x+9$ , $AC\ =\ 55$ ?

(a)

Sega Ments

Total questions: 19

Worksheet time: 31mins

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