Cylinders
Rectangular and Triangular Prisms
Pyramids
Cones
Spheres
100

Find the VOLUME of the cylinder. Round to the nearest tenths. 


Volume = 197.9 in3

100

Find the VOLUME of the rectangular prism.  


Volume = 1,584 ft3

100

Find the VOLUME of the pyramid. Round to the nearest tenths. 


Volume = 213.33 in3

100

Find the VOLUME of the cone. Round to the nearest tenths.

Volume = 134.0 m3

100

Find the VOLUME of the sphere. Round to the nearest tenths.

Volume = 696.9 cm3

200

Where is Ms. Martinez from?

Los Angeles

200

Find the VOLUME of the triangular prism.


Volume = 304 yd3

200

Find the VOLUME of the pyramid.


Volume = 75 ft3

200

Find the SURFACE AREA of the cone. Round to the nearest tenths.


Surface Area = 502.4 yd2

200

Find the SURFACE AREA of the sphere. Round to the nearest tenths.

 SA = 422.7 mi2

300

Find the VOLUME of the cylinder. Round to the nearest tenths. 


Volume = 883.6 m3

300

Find the SURFACE AREA of the rectangular prism.

Surface Area = 872 yd2

300

In what month was Ms. Martinez born?


September

300

Find the SURFACE AREA of the cone. Round to the nearest tenths.

SA = 197.3 ft2

300

Find the VOLUME of the sphere. Round to the nearest tenths.

Volume = 44.6 m3

400

Find the SURFACE AREA of the cylinder. Round to the nearest tenths. 


Surface Area = 471.2 ft2

400

What is Ms. Martinez's favorite Disney Character? 

Donald Duck



400

Find the SURFACE AREA of the pyramid. Round to the nearest tenths.

Surface Area = 105.8yd2

400

Find the VOLUME of the Cone. Round to the nearest tenths.


Volume = 570.2 in3

400

What is Ms. Martinez's favorite color 

blue

500

Find the SURFACE AREA of the cylinder. Round to the nearest tenths.

Surface Area = 502.7 cm2

500

Find the SURFACE AREA of the triangular prism.


Surface Area = 692 in2

500

Find the SURFACE AREA of the pyramid.


Surface Area = 2684 cm2

500

Where did Ms. Martinez graduate from?

CalState San Bernardino 


ALDER

500

Find the SURFACE AREA of the sphere. Round to the nearest tenths.


Surface Area = 2,123.7 cm2

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