Free Printable Cylinder, Sphere and Hemisphere

Worksheets

Cylinder, Sphere and Hemisphere

Total questions: 25

Worksheet time: 1hrs 3mins

Name

Class

Date

The capacity of a cylindrical water tank is 539 litres .If its height is 1.4 m, find the radius of the base.

35cm

14cm

28cm

70cm

If the surface area of a sphere is 22176 sq. cm, find its radius.

42cm

24cm

35cm

28cm

If the height of a cone is three times the radius of the base and its volume is 512 $\pi$ $cm^3$ ,find the radius of its base.

6cm

8cm

12cm

14cm

If the volume of a hemisphere is 486 $\pi$ cm3, its radius is.

9cm

7cm

3.5cm

10.5cm

A cylindrical water tank contains, 3,85,000 litres of water .If its height is 10 m, find its diameter.

70 cm

3.5m

70m

A 60 cm high cylinder with 14 cm its diameter is cut vertically into two equal halves. What is the volume of a half part?

4620 $cm^3$

4640 $cm^3$

4560 $cm^3$

4420 $cm^3$

If the sum of the radius and the height of a right cylinder is 50 cm and the circumference of its base is 220 cm, find its total surface area .

11000 sq.cm

10000 sq.cm

55000 sq.cm

11 sq.m

If the radius of base and height of the cylinder are in the ratio of 5:7 and the volume is 550 cubic cm, find the radius of the base of the cylinder.

5cm

7cm

10cm

3.5cm

The ratio of the radius of base and the height of a cylinder is 7:8 .If the volume of the cylinder is 9,856 cm³,find the total surface area of the cylinder.

2640 cm²

2440 cm²

2460 cm²

2442cm²

10.

The sum of the height and radius of the base of the cylinder is 34 cm .If the total surface area of the cylinder is 2,992 cm^2, find its volume.

$12320cm^3$

$12230cm^3$

$13220cm^3$

$13240cm^3$

11.

50 circular plates, each of radius 7 cm and thickness 5 mm are placed one above the other to form a cylindrical shape. Find the volume of cylinder so formed.

3850 $cm^3$

3460 $cm^3$

3450 $cm^3$

3650 $cm^3$

12.

How many cubic meters of earth must be dug out to construct a cylindrical well which is 25 m deep and the radius of the base is 3.5 m.

$962.5m^3$

$966.5cm^3$

$465.40cm^3$

$866.5cm^3$

13.

If the perimeter of plain circular surface of a hemisphere is 176 cm, calculate TSA of hemisphere.

7392cm²

6362cm²

9234cm²

8424cm²

14.

The external and internal radii of a hollow spherical metallic shell are 35 cm and 14 cm respectively. Calculate the volume of the metal contained by the shell.

168168 cubic cm

168268 cubic cm

166168 cubic cm

186186 cubic cm

15.

A solid metallic sphere of radius is cut into two halves. Find the total surface area of the two hemispheres so formed.

6 $\pi$ $r^2$

4 $\pi$ $r^2$

3 $\pi$ $r^2$

2 $\pi$ $r^2$

16.

How many lead balls each of radius 1 cm can be made from a solid sphere of diameter 12 cm ?

216

144

288

17.

A spherical ball of radius 3 cm is melted and recast into three spherical balls .The radii of two of them are 1.5 cm and 2cm. Find the diameter of the third ball.

5 cm

1.75cm

3.5cm

2.5cm

18.

A cylindrical tub of radius 16 cm contains water to a certain depth. When a spherical ball is dropped into the tube, the level of the water is raised by 9 cm. Find the radius of the ball.

12cm

10cm

8cm

6cm

19.

A cylinder whose height is two third of its diameter, has the same volume as the sphere of radius 21 cm. Calculate the curved surface area of the cylinder.

3696 sq cm

3496 sq cm

3296 sq cm

3796 sq cm

20.

The surface area of a ball is twice the area of curved surface of a cylinder. If the height and radius of the cylinder be 10.5 cm each, find the volume of the sphere .

4851cm³

4651cm³

4751cm³

4451cm³

21.

What is the volume of a cylinder?

V=4/3 πr³

V= 2πr

V=πr²h

V=2πr²h

22.

a three dimensional figure with two parallel congruent circular bases connected by a curved surface

cone

cylinder

sphere

hemisphere

23.

What is the relationship between the volume of a cone and cylinder when they both have the same radius and height?

The cylinder is 1/3 the volume of the cone.

The cone is 1/3 the volume of the cylinder.

They have the same volume.

Their volumes are not related at all.

24.

What is this formula?

suface area of a cone

surface area of a sphere

volume of a cone

volume of a sphere

25.

Which is the surface area of a cylender

$2\pi rh$

$\pi r\left(r+l\right)$

$2\pi rh+2\pi r^2$

$\pi r\left(r+h\right)$

100 %

Cylinder, Sphere and Hemisphere

Total questions: 25

Worksheet time: 1hrs 3mins

Similar Resources on Wayground