Triangle
Parallelogram
Trapezoid
Volume
Vocabulary
100
The formula for area of a triangle
A=1/2bh
100
The formula for area of a Parallelgram
A=bh
100
The formula for area of a Trapezoid
A=1/2(b+b)h
100
The formula for volume
V=LWH
100
A four-sided shape
Quadrilateral
200
The area of this triangle
A=18ft2
200
The area of this parallelogram
A= 54in2
200
The area of this trapeziod
A=56cm2
200
The volume of this rectangular prism. 
V=96ft3
200
Bottom or top of the shape
Base
300
The area of this triangle
A=82.5ft2
300
The area of this parallelogram
A= 1998ft2
300
The area of this trapezoid
A= 232ft2
300
The volume of this rectangular prism
V=1680yd3
300
A straight line from top to bottom of a shape
Height
400
A triangle has a base of 14cm and a height of 8cm. The area of this triangle.
A=56cm2
400
Determine the area of a parallelogram, if the height and base of the parallelogram are 25 feet and 8 feet.
A=200ft2
400
The sum of the lengths of the bases and the height of a trapezoid are 13 inches and 6 inches. Determine the area of the trapezoid.
A=78in2
400
Find the volume of the rectangular prism from the given parameters.
Height = 4
Length = 19
Width = 10
V= 7603
400
Lines that never intersect
Parallel
500
An arena manager paints a triangle on a football field as part of the team’s logo. He starts by painting the long part of the triangle, measuring 17 yards. He then paints the base, which is 9 yards long. What is the area of the logo on the field?
A= 76.5yd2
500
Determine the area of a parallelogram, if the height and base of the parallelogram are 63 yards and 4.9 yards.
A= 308.7yd2
500
The sum of the lengths of the bases and the height of a trapezoid are 43 feet and 8 feet. Determine the area of the trapezoid.
A=344ft2
500
Find the volume of a rectangular prism whose length, width, and height are 20 yards, 17 yards, and 13 yards. Determine the volume.
V= 4420yd3
500
The sides are exactly the same
Congruent