Volume of Cylinder Calculator
Volume of a Cylinder -The Volume of a Cylinder is equal to the area of the base πr2 times the height.
Here are some samples of Volume of Cylinder calculations
- Volume of a Cylinder 88 cm by 89 cm
- Volume of a Cylinder 28 cm by 39 cm
- Volume of a Cylinder 64 cm by 26 cm
- Volume of a Cylinder 86 cm by 65 cm
- Volume of a Cylinder 77 ft by 18 ft
- Volume of a Cylinder 41 ft by 72 ft
- Volume of a Cylinder 46 ft by 41 ft
- Volume of a Cylinder 69 ft by 46 ft
- Volume of a Cylinder 99 in by 71 in
- Volume of a Cylinder 73 in by 44 in
- Volume of Cylinder 4 cm by 3 yd
- Volume of Cylinder 5 cm by 7 m
- Volume of Cylinder 6 yd by 4 cm
- Volume of Cylinder 3 in by 5 cm
- Volume of Cylinder 9 in by 2 yd
- Volume of Cylinder 2 yd by 8 ft
- Volume of Cylinder 7 in by 9 ft
- Volume of Cylinder 8 m by 6 ft
- Volume of a Cylinder 8 yd by 88 in
- Volume of a Cylinder 5 ft by 28 m
- Volume of a Cylinder 6 m by 64 in
- Volume of a Cylinder 4 m by 86 yd
- Volume of a Cylinder 9 cm by 77 ft
- Volume of a Cylinder 3 m by 41 ft
- Volume of a Cylinder 7 ft by 46 yd
- Volume of a Cylinder 2 in by 69 yd
- Volume of a Cylinder 6 yd by 99 in
- Volume of a Cylinder 3 ft by 73 cm
- Volume of a Cylinder 9 cm by 89 in
- Volume of a Cylinder 2 cm by 39 yd
- Volume of a Cylinder 21 in by 15 in
- Volume of a Cylinder 91 in by 95 in
- Volume of a Cylinder 19 m by 97 m
- Volume of a Cylinder 71 m by 67 m
- Volume of a Cylinder 74 m by 29 m
- Volume of a Cylinder 34 m by 61 m
- Volume of a Cylinder 36 yd by 56 yd
- Volume of a Cylinder 22 yd by 32 yd
- Volume of a Cylinder 67 yd by 36 yd
- Volume of a Cylinder 55 yd by 64 yd
- Volume of a Cylinder 76 ft by 30 cm
- Volume of a Cylinder 39 cm by 55 in
- Volume of a Cylinder 88 ft by 51 cm
- Volume of a Cylinder 23 ft by 67 yd
- Volume of a Cylinder 77 cm by 49 in
- Volume of a Cylinder 98 m by 37 in
- Volume of a Cylinder 96 m by 44 ft
- Volume of a Cylinder 84 ft by 67 in
- Volume of a Cylinder 73 m by 72 ft
- Volume of a Cylinder 59 yd by 29 ft
- Volume of a Cylinder 50 cm by 51 in
- Volume of a Cylinder 11 cm by 59 in
- Volume of a Cylinder 28 cm by 53 in
- Volume of a Cylinder 16 cm by 27 yd
- Volume of a Cylinder 62 m by 64 ft
- Volume of a Cylinder 16 in by 94 m
- Volume of a Cylinder 76 yd by 39 cm
- Volume of a Cylinder 48 cm by 75 ft
- Volume of a Cylinder 85 m by 14 yd
- Volume of a Cylinder 61 yd by 39 ft
Volume of a Cylinder Radius Calculator: If you want to figure out how much water fits in a can or coffee in the mug you have arrived at the right place. Volume of a Cylinder Radius Calculator enables the calculation of the volume of a solid. By going through this article you will have an idea on What is Cylinder, Volume of Cylinder Formula, How to use the Volume of Cylinder Calculator.
The volume of Cylinder Calculator is a free online tool that displays the volume of the cylinder when provided inputs like radius and height. Make your calculations faster as this tool displays the output in a fraction of second.
What is meant by the Volume of Cylinder?
In Mathematics, the Volume of Cylinder is nothing but the region occupied by the three-dimensional shape cylinder. The 3D shape can be obtained by rotating the two-dimensional shape rectangle. Volume is represented using Cubic Units.
Formula to Calculate the Volume of the Cylinder is V = πr2h cubic units
where r is the radius and h is the height.
How to find the Volume of a Cylinder?
We all know the cylinder is a collection of multiple congruent disks stacked one above the other. In order to find the space occupied by the cylinder, you need to calculate the space occupied by each of them and then add up.
The volume of Cylinder is obtained by the Product of Area of Base and Height
Volume = Base Area * Height
For any cylinder with base radius "r" and height "h" Volume is base times the height
Cylinder Volume = (area of base) × height of the cylinder
As the base of Cylinder is Circle area is given by formula = πr2
Substituting in the formula we get Volume(V) = πr2 × h
Volume of Cylinder = πr2h Cubic Units
Example
Find the Volume of Cylinder when the radius is 8 cm and height is 12 cm?
Solution:
We know Volume of cylinder = πr2h
Given Radius r = 8 cm
Height h = 12 cm
Substitute both the values given in the Volume of Cylinder Formula and on applying them we get outcome as such
V =π(8)212
=π(64)12
= π(768)
Place π value as 3.14 and multiply the terms i.e.
V = 3.14*768
= 2411.52 cm3
∴ The volume of Cylinder for radius 8 cm and height 12 cm is 2411.52 cm3
Volume of Hollow Cylinder
In the case of a hollow cylinder, we have two radii, one for the inner circle and the other for the outer circle formed by the base of the hollow cylinder. Let r1 and r2 be the radii of a hollow cylinder with height"h" as the height volume of the hollow cylinder is given by the formula
V = πh(r12 – r22)
Steps to use Volume of Cylinder Radius Calculator
To help you out we have listed the basic guidelines on how to use the volume of the cylinder calculator. Follow the instructions carefully and arrive at the solution easily. They are in the following fashion.
- Initially, fill up the inputs like radius, height in the input fields provided for the calculator.
- Choose the metric you want to proceed with the calculation further for both the inputs from the dropdown boxes available be it m, cm, km, in, mi, yd, etc.
- Once, you choose the units, click on the Volume Button.
- You will get the Volume of Cylinder Calculated in a fraction of the second showing the detailed explanation involved in it.
FAQs on Volume of Cylinder
1. What is the formula to Calculate the Volume of Cylinder?
Formula to Calculate Volume of Cylinder is V = πr2h.
2. How do you Calculate the Volume of Cylinder easily?
You can figure out the Volume of Cylinder easily by making use of our Volume of Cylinder Radius Calculator.
3. What is the Volume of Cylinder?
The volume of Cylinder is nothing but the region occupied by the three-dimensional shape cylinder.
4. How to derive the Volume of Cylinder Formula?
The volume of Cylinder = Base Area * Height
Since the base of the cylinder is in circle shape area of circle = πr2
We know height = h
Substitute in the formula and on doing so we will get as below
V= πr2h