Formulas
Cylinders
Cones
Spheres
Composite Figures
100
Finding the amount of space a cylinder can hold.
V = (pi)(r)2(h)
100
The volume of the Cylinder.
Use pi, round to nearest tenth.
603.19 ft3
100
The volume of the cone. To nearest tenth.
12.6 ft3
100
Find the volume,to nearest tenth, of a circle with a radius of 5 ft.
Use 3.14 for pi.
523.3 ft3
100
The steps to find the volume of a figure composed of a hemisphere.
Find volume of sphere then divide by 2.
200
Finding the amount of space a cone can hold.
V = (1/3)(pi)(r)2(h)
200
The volume of the Cylinder.
Use pi, round to nearest tenth.
942.5 in3
200
Volume of the cone.
942.5 cm3
200
Find the volume round to nearest tenth, of a circle with a diameter of 7 cm.
Use 3.14 for pi.
179.5 cm3
200
The steps to find the volume of a figure composed of a cone and a cylinder.
Find volume of the cone then the cylinder. Add both volumes.
300
Finding the amount of space a sphere can hold.
V = (4/3)(pi)(r)3
300
Cylinder with a radius of 4 km and a height of 5 km.
Use 3.14 as pi.
251.2 km3
300
Volume of a traffic cone, in cubic inches, with height of 24 inches and diameter of 10 inches.
Use 3.14 for pi.
628 in3
300
Find the volume round to nearest tenth.
Use 3.14 for pi.
d = 36 m
24,416,6 m3
300
The steps to find the volume of a figure composed of a half a cylinder and a sphere.
Find volume of the sphere the find the volume of the cylinder and divide that by two. Add both volumes.
400
Finding the amount of space a half a cylinder can hold.
V = ((pi)(r)2(h))/ 2
400
A pan for baking French bread is shaped like half a cylinder. It is 12 inches long and 3.5 inches in diameter.
Use 3.14 as pi.
Round to nearest inch.
58 in3
400
Use 3.14 for pi.
Radius = _________
Height = 6 in.
Volume= 100.48 in3
4 inches
400
Use 3.14 for pi.
Radius = _________
Volume= 38.79 cm3
2.1 cm
400
The steps to find the volume of a figure composed of a semicircle and a cylinder.
Find volume of the cylinder then find volume of the circle and divide that by two. Add both volumes.
500
Finding the amount of space a semi-sphere can hold.
V = ((4/3)(pi)(r)3)/ 2
500
A cylinder has a volume of 37.7 inches3 and a radius of 2 inches and a height that is ....
Round to nearest inch.
3.0 inches.
500
Use 3.14 for pi.
Radius = 6 cm
Height = _______
Volume = 56.52 cm3
1.5 cm
500
Water from a water balloon spherically shaped with a radius of 3 cm will fit into a cylinder with a radius of 3 and height of 3.9 cm.
The volume of sphere is approximately 113 cm3
The volume of cylinder is approximately 110 cm3No, the water will not fit.
500
The steps to find the volume of a figure composed of a cylinder that has an indentation shaped as a cone.
Find volume of the cylinder.
Find the volume of the cone.
Subtract both volumes.