Cylinders
Cones
Spheres
Composite Volume
100
Calculate the volume of the cylinder.
75.36 ft3
100
You have a cone with a radius of 6 cm and a height of 11 cm. What is the volume?
414.48 cm3
100
A sphere has a radius of 7 inches. What is the volume?
1,436.03 in3
100
Calculate the volume of the composite figure below.
4,832.46 cm3
200
A cylinder with a diameter of 12 cm and a height of 3 cm. What is the volume?
339.12 cm3
200
Calculate the volume of the popcorn cone.
715.92 cm3
200
Calculate the volume of the sphere. Round to the hundredths place.
267.95 mm3
200
A cylinder has a volume of 3 in^3, what is the volume of a cone with the same radius and height?
1 in^3
300
A cylinder has a volume of 4,537.3 in3 and a height of 5 in. What is the radius?
17 in
300
You have a cone with a radius of 3 cm and a height of 22 cm. What is the volume?
207.24 cm3
300
The top of the water tower in Garland, Alaska is a hemisphere that measures 537 ft across. How much water can the top of the water tower hold?
40,520,170.04 ft3
300
Calculate the volume of the composite figure below.
.PNG)
2,147.76 m3
400
You have a cylinder with a volume of 461.8 cm3 and a radius of 7 cm. What is the height?
3 cm
400
You have a cone with a radius of 4 m and a volume of 184.3 m3. What is the height?
11 m
400
You have a sphere with a volume of 1,436.8 m3. What is the radius?
7 m
400
Find the volume of the wooden block. Round to the nearest tenth.
V(box) = lwh = 42 in2
V(opening) = pi(r2)h = 3.5 in2
V(block) = V(box) - V(opening)= 38.5 in2
500
Johnny got a six-pack of pop. The diameter of each can of pop is 0.25 foot and the height of each can is 0.5 foot tall. What is the total volume of the six-pack? (round to nearest thousandth)
six cans =0.147 ft3
500
You have a cone with a height of 10 cm and a volume of 41.9 cm3. What is the radius?
2 cm
500
An ornament for a Christmas tree has a diameter of 4.846 in what is the volume of a 4 pack of ornaments? Round to nearest hundredth.
238.23 in3
500
Tennis balls are sold in pack of three at the sport's center. Below is an image of this. How much empty space is left in the container once all three tennis balls are in there?
169.56 cm3