Volume of a Cone Calculator
Because of a little complex shape, it is hard to solve a cone and find different measurements like volume, area, and height. It may be difficult for you to understand the different lengths of this shape to utilize for calculating the volume. To make the process easier, you can use this volume of a cone calculator.
It is an online maths calculator that can help you in finding the volume quickly. This problem-solving online tool has a simple interface that makes everyone comfortable while using it. You can get the volume of any cone by just inserting the basic input values. Let us show you a detailed overview of this calculator and the method to find the volume of a cone.
Table of Contents
What is the volume of a cone?
To learn about the volume of a cone, you first need to understand the different terminologies used for it. A cone is a three-dimensional figure having a round shape at one end and a narrow point at the other corner. This figure has only one flat face while two curved surfaces that make it round from one end and narrow from the other end.
The volume of a cone is the region that it covers in all three dimensions. In simple words, the region that the curved sides and the round side of the cone cover will be its volume.
What is the volume of a cone formula?
To calculate the volume of a cone, you must be aware of the specific formula used for it. Here is the formula that you have to use for this calculation.
Volume of a cone = 1/3𝝿r2 h cubic units
Here:
- “r” represents the radius of the circular part of the cone.
- “h” is the perpendicular height that can be found by measuring the distance from the center of the circular part to the narrow point of the cone.
Keep in mind that the units of the volume will be cubic. For example, if we have measurements in meters, we will write the volume of that figure as “m3”.
How to find the volume of a cone?
By reading the above formula, you may have got an idea of how to find the volume of a cone. But for your better understanding, we have also solved an example here. You can check it to learn exactly what steps you need to follow for finding the volume of a cone.
Example 1:
If the radius of a cone is 5 m and its height is 11 m, what will be the volume of that cone?
Solution:
As we know the formula for the volume of a cone is,
Volume of a cone = 1/3𝝿r2h cubic units
So, we have to put the values in the above formula only,
Volume of a cone = 13(3.14) (5)2(11) cubic meters
= 287.83 m3
How to use the volume of a cone calculator?
As mentioned earlier, it may be difficult to find the volume of a cone if you are not familiar with different mathematical operations. To make the process simple and avoid errors, you can use this tool by Calculator’s Bag. It can be used using the simple steps described below.
PS: Make sure to set the units for the input and output the same to get an accurate answer.
- Enter the measure of the radius
- Enter the measure of height
- This calculator will automatically show you the volume of that specific cone
PS: Make sure to set the units for the input and output same to get the accurate answer.
FAQ | Volume of a Cone Calculator calculator
Can the volume of a cone calculator handle cones with different dimensions?
Yes, the volume of a cone calculator can handle cones with different dimensions.
How accurate are the calculations performed by the volume of a cone calculator?
This volume of a cone calculator is 100% accurate and will show your answer to multiple decimals.
Why is there a 1/3 in the formula for the volume of a cone?
Because volume belongs to three-dimensional figures, that’s why 1/3 is used in its formula.
Is a cone's volume 1/3 of a cylinder?
Yes, the volume of a cone is 1/3 of the volume of a cylinder because a cone is a specific part taken from the cylinder.
Do a cone and cylinder have the same volume?
No, the cone and cylinder don’t have the same volume.
