1.
Colin walks his dog around a track that is shaped like a regular hexagon. Each side measures 75 feet. If Colin and his dog make 3 complete trips around this track, how far will they have walked?

Choose:
 450 ft. 1125 ft. 1350 ft. 1500 ft.

The word "regular" means that all of
the sides are of the same length
A hexagon has 6 sides.

2.
The vertices of a triangle are located at (-1,5), (5,5) and (5,-3). The length of the hypotenuse is 4 more than the length of the shorter leg. Find the number units in the perimeter of the triangle.

Choose:
 24 units 30 units 36 units 48 units

3.
Find the perimeter of this trapezoid assuming the values are expressed in feet.

Choose:
 56 feet 63 feet 73 feet 280 feet

4.
Find the perimeter of this rectangle.

Choose:
 30 34 47 60

5.
A football field is a rectangle with side lines measuring 120 yards long. Each of the end lines measures 160 feet long. What is the perimeter of the football field in feet?

Choose:
 560 feet 720 feet 840 feet 1040 feet

6.
A rectangular vegetable garden is shown on the grid at the right with each grid unit representing 2 feet. What is the perimeter of the garden?

Choose:
 24 feet 36 feet 48 feet 64 feet

7.
Mr. Smith's rectangular deck has a perimeter of 16.4 meters. If the length of the deck is 5.05 meters, what is the width of the deck in meters?

Choose:
 3.15 meters 5.05 meters 6.3 meters 10.1 meters

8.
In ΔABC, AB = 8 and AC = 10.
If the perimeter of this triangle is three times AB, find BC.

Choose:

 6 8 10 24

9.
Find the perimeter of this blue figure.

Choose:

 34 cm 34 sq. cm. 56 cm 56 sq. cm.

10.
Find the perimeter.

Choose:

 68 cm 76 sq. cm. 96 cm 101 cm