Formulas
Surface Area (Rectangular Prisms)
Surface Area (Cylinders)
Surface Area (Triangular Prisms)
Volume
100
In the formula "V=Bh", what does the "B" represent?
The Area of the Base
100
Perimeter of the base of this prism?
22 ft
100
What shapes can be found in a cylinder when you unroll it into a "net"?
Two circles and a rectangle
100
Area of the base of this prism?
120 m^2
100
Which shape does not have a base?
Sphere
200
What is the formula for finding the lateral area of a cylinder?
S=2pirh
200
Area of the base of this prism?
36 km^2
200
What is the sum of the areas of the bases of this cylinder?
226.2 m^2
200
Perimeter of the base of this prism?
24 yards
200
What is the area of the base of this shape?
3.14 inches squared
300
What information can be found using this formula?
A=pir^2
The area of a circle
300
Total surface area of this prism?
150m^2
300
What is the total surface area of this cylinder?
207.3 yd^2
300
Lateral surface area of this prism?
36
300
What is the volume of the Mayon Volcano?
245.4 mi^3
400
What formula can be used to find base of a triangular prism?
A=1/2bh
400
Lateral surface area of this prism?
220 cm^2
400
What is the lateral surface area of this cylinder?
377 cm^2
400
Total surface area of this prism?
191.2 mi^2
400
What is the volume of the giant Coke Can?
25,761.1 ft^3
500
How many formulas are needed to find the volume of every shape we have practiced?
Four 1) Sphere, 2) Cone, 3) Cylinder, 4) Area of a Circle
500
1 gallon of paint covers 100 square feet. How many gallons of paint would it take to cover the walls of a room that is 25 feet long, 30 feet wide, and 9 feet tall?
10 cans (or 9.9)
500
Mr. Campbell is going to dilate his Campbell's soup cans by a factor of 2. The original can was 5 inches tall and had a radius of 3 inches. How much lateral surface area will need to be covered by the new label?
377
500
A tower is in the shape of a triangular prism. The bottom floor takes up 3,000 square feet. The tower is 120 feet tall. What is the total surface area of the prism?
Cannot be solved with the information given
500
Total volume of these silos?
98,389.2 ft^3