Free online cylinder volume calculator
Free online tool to calculate the volume of a cylinder by its radius.
ExplanationLooking for an easy and fast tool to calculate the volume of any cylinder?
With the Cylinder Volume Calculator, you can calculate the volume of any cylinder easily with just one click!
What are the features of the Cylinder Volume Calculator?
* Easy to use: A user-friendly interface allows you to input the radius and height of the cylinder and calculate its volume effortlessly.
* Fast: Calculates the volume of the cylinder quickly without delay.
* Accurate: Ensures precise calculations and provides the correct results.
* Free: You can use the tool for free without any restrictions.
* Available online: Accessible from any web browser on your computer or mobile device.
* Supports different units:
Examples of using the tool:
* Calculate the volume of a cylindrical food container.
* Calculate the volume of a cylindrical coffee cup.
* Calculate the volume of a cylindrical water tank.
* Calculate the volume of a cylindrical fuel tank.
* Calculate the volume of a cylindrical pipe.
With the Cylinder Volume Calculator, you can calculate the volume of any cylinder easily, quickly, and accurately, without the need for complex tools or manual calculations.
Step1
Data collection
Data collection
How to calculate the volume of a cylinder?
Step1 :
To calculate the volume of a cylinder, you need the base area and the height of the cylinder.
Step2 :
Enter the radius of the base and the height of the cylinder in the designated fields.
Step3 :
Click calculate to get the cylinder's volume.
Cylinder volume calculation applications
* Calculate the volume of cylindrical food and drink containers.
* Determine the volume of cylindrical water tanks.
* Calculate the volume of cylindrical fuel tanks.
* Design cylindrical architectural structures.
Article about the cylindrical shape and volume calculation
A cylinder is a three-dimensional geometric shape with a curved side surface and two identical, parallel circular bases.
The side surface consists of straight parallel lines that intersect the bases perpendicularly.
The height of the cylinder is measured from the center of one base to the center of the other base.
Cylinder Volume
The volume of a cylinder can be calculated using the following formula:
V = πr²h
Where:
* V: Cylinder volume
* π: A mathematical constant approximately equal to 3.14159
* r: Radius of the cylinder's base
* h: Height of the cylinder
Example
Let's say we have a cylinder with a base radius of 5 cm and a height of 10 cm. To calculate its volume, we use the following formula:
V = πr²h = π × 5 cm² × 10 cm = 157.08 cm³
Cylinder volume unit
The cylinder's volume unit is the same as the unit of the radius squared multiplied by the unit of the height.
For example, if the radius is 5 cm and the height is 10 cm, the cylinder's volume is 157.08 cm³.
If the radius is 2 m and the height is 3 m, the cylinder's volume is 18π m³.
Properties of Cylinder Volume
* The cylinder's volume increases proportionally to the square of the base radius.
In other words, if the radius increases by a certain amount, the volume increases by the square of that amount.
* The volume of the cylinder is proportional to its height.
In other words, if the height increases by a certain amount, the volume increases by that amount.
* The cylinder's volume is not affected by its position or orientation.
In other words, the cylinder's volume remains constant regardless of how it is drawn or positioned in space.
Applications of Cylinder Volume Calculation
* Calculating the volume of cylindrical food and drink containers.
* Determining the volume of cylindrical water tanks.
* Calculating the volume of cylindrical fuel tanks.
* Designing cylindrical architectural structures.
" Understanding how to calculate the volume of a cylinder enables us to solve many mathematical and engineering problems and helps us design and build many everyday items. "– Plattru