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Cylinder Calculator

Cylinder calculator

This calculator finds the unknown element of a cylinder given two known dimensions. The calculator gives a step-by-step solution on how to find the missing value.

Cylinder calculator

Input two values of a cylinder and select what you want to find.
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Solve for

0123456789/.√πC ✖

Input any three elements of a cuboid.

radius

r =

diameter

d =

height

h =

volume

V =

area

A =

base area

A_B =

lateral area

A_L =

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Cylinder - all formulas

V = a^{2} \times h \times π

volume

A_{B} = a^{2} \times π

base area

A_{L} = 2 \times r \times h \times π

lateral area

A_{t o t} = 2 A_{B} + A_{L}

total area

A_{t o t} = 2 \times r \times π (r + h)

total area

Examples

ex 1:

Find the area of the cylinder if its diameter is 18 centimeters and its height is 12 centimeters.?

ex 2:

What is the volume of a cylinder whose base has a area of 42.1cm and a height of 6.1cm?

ex 3:

What is the radius of a cylinder whose height is 12cm and lateral area is 24πcm?

Examples

ex 1:

Find the area of the cylinder if its diameter is 18 centimeters and its height is 12 centimeters.

ex 2:

What is the volume of a cylinder whose base has a area of 42.1 cm and a height of 6.1 cm?

ex 3:

What is the radius of a cylinder whose height is 12 cm and lateral area is 24π cm?

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