Practice Page
Directions: Grab a paper and pencil to make your computations.

1.
Find the length of a line segment whose endpoints are (-2,3) and (6,3).

 Choose:
4
6
8
10
disgirl1

 

 

2.
Find the shortest distance between the points
(-5,-3) and (2,-4).

Choose:
rad10
rad49
rad50
rad58
disboy1

 

 

3.
The point (7,2) lies on a circle. What is the length of the radius of the circle if the center is located at (2,1)?
Choose:
rad26
rad34
rad82
rad90
disgirl2

 

 

4.
The endpoints of the diameter, abbig, of circle O, are A(-8,-4) and B(3,6).
a) Find the center of the circle, O.
Choose:
(2½,5)
(-2½,1)
(5½,1)
(-5½,5)

b) Find the length of the radius of the circle to the nearest tenth of a unit.
Choose:
11.6
10.6
7.4
5.3
disboy2

 

 

5.
Given parallelogram ABCD as shown with integer coordinates. Find the length of the diagonal from A to C.

Choose:
rad11
rad61
rad117
15
dis5

 

 

6.
Given A(-1,10) and B(x,2). Find the value(s) of x if AB = 10.

Choose:
5 only
5 or -7
6 only
6 or -6
disgirl3

 

 

7.
ABbig is the diameter of a circle whose center is the point (4,-3). If the coordinates of A are
(-1,5), find AB.
Choose:
2rad89
rad116
2rad73
rad89
disboy3

 

 

8.
A chicken and a rooster, on the same straight line, are heading toward the chicken coop which is half way between them. The chicken is at A(-2,4) and the rooster is at B(4,-4).
a) What are the coordinates of the chicken coop?
Choose:
(3, 0)
(3, 4)
(0, 1)
(1, 0)
dischickens

b) How far will the chicken and the rooster each have to travel to reach the chicken coop?
Choose:
5 units
rad5 units
rad37 units
10 units

 

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