Volume Calculator
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Cube Volume Calculator
Rectangular Tank (Box) Volume Calculator
Volume of a Triangular Prism Calculator
Cylinder Volume Calculator
Capsule Volume Calculator
Sphere Volum Calculator
Spherical Cap Volume Calculator
Please enter only 2 values
Ellipsoid Volume Calculator
Square Pyramid Volume Calculator
Cone Volume Calculator
Conical Frustum Volume Calculator
Tube Volume Calculator
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Table of Contents
- 1. About the Volume of a Sphere
- 2. About the Volume of a Prism
- 3. About the Volume of a Cylinder
- 4. About the Volume of a Cube
- 5. About the Volume of a Cone
- 6. Rectangular Tank (Box) Volume Calculator
- 7. Capsule Volume Calculator
- 8. Spherical Cap Volume Calculator
- 9. Ellipsoid Volume
- 10. Square Pyramid Volume
- 11. Conical Frustum Volume Calculator
About the Volume of a Sphere
Here, we will understand the formula for a sphere. First of all, let us see what a sphere is. For example, if we have a ball, whether it is a cricket ball, a basketball, or a volleyball, that we play with, then what do we call this ball? It is called a sphere. Usually, when we draw, we draw in such a way that it looks like a circle because a board is a two-dimensional plan, whereas a sphere is three-dimensional. So, if we see this ball carefully, then the concept will be obvious: what is a sphere? Now, if we talk about formulas in spheres, then we talk about volume. More information of Sphere Volume Calculator
About the Volume of a Prism
What does a prism look like? Below is a picture to help us understand a prism. It shows the shape of a prism, in which you will understand a prism very easily. On both ends, it has triangles, and the side of the triangle is called the base of the triangle. The lateral face is the lateral face of the sides of the triangle. This lateral face will then be denoted by the capital letter L. Let's then represent this triangular base's three sides as A, B, and C, and the height of this triangular base as h, with a small letter.More information of Prism Volume Calculator
About the Volume of a Cylinder
Here we are going to understand an important topic about cylinders. Let us know all the properties of a cylinder. What is the volume of a cylinder? And their proofs are well, in an easy method. What does a cylinder look like? More information of Cylinder Volume Calculator
About the Volume of a Cube
To know what a cube is, of course, you already assume you are in the room. Then, look around you because if there are four walls, a floor, and a ceiling, and the size of all of them becomes the same, if the length, the width, and the height of all of them become, equal, you are in a cube, the cube you are in. The best example of this is. More information of Cube Volume Calculator
About the Volume of a Cone
We will understand the volume of a cone. Do you know what a cone is? A cone is a triangular shape in which a line is drawn from the top to the base, which is called the height. The base, meaning the point on which any object stands, is called the base. The line that meets the base from the top is called the height. The two lines that meet at an angle from the bottom to the top are called the slant height. More information of Cone Volume Calculator
Rectangular Tank (Box) Volume Calculator
A Box Volume Calculator is a Rectangular Tank Volume Calculator that allows you to quickly determine the amount of space within a rectangular shaped container using its length, width, and height. Volume informs us of the ability of a tank to contain liquids, solid, or gases. In real life, it comes in handy to determine the capacity of a tank, the size of a box, or the capacity of a container. A box is a 3D figure, so that, it is necessary to multiply the three dimensions to obtain the total volume.
Volume of a Rectangular Tank Formula.
Volume = Length × Width × Height
Capsule Volume Calculator
The capsule volume calculator is a device, which is used to determine the volume of a 3D object shaped like a capsule. A capsule consists of an internal cylinder that has two hemispheres (half-spheres) that are attached to each end of the cylinder. It is commonly found in medicine capsules, tanks, or storage containers. It can be used in the application of calculus in science, medicine, and engineering by understanding how to determine its volume.
Formula for Capsule Volume
The total volume of a capsule is equal to the volume of the cylinder and the volume of the two hemispheres (which, together, make up one complete sphere).
| V = πr2h + |
| πr3 |
Spherical Cap Volume Calculator
A spherical cap volume calculator is a tool that helps determine the space inside a "cap"-shaped slice of a sphere cut by a plane. This cap is formed when a flat surface slices through a ball, letting only part of the sphere "stick out" above the cut. Spherical caps can be found in domed windows, lids, or bowls, and knowing their volume is helpful for builders, designers, and students.
Spherical Cap Volume Formula
The volume of a spherical cap depends on the height of the cap (h) and the radius of the whole sphere (R). The formula is:
| V = |
| πh2(3R - h) |
Ellipsoid Volume Calculator
An ellipsoid volume calculator is a device used to determine the volume of an ellipsoid, which is a "stretched" or "squashed" sphere. Consider an ellipsoid to be a watermelon, a rugby ball, or even a few planets with three different-length axes. These axes are usually identified by the letters a, b, and c. For the study of ellipsoidal-shaped structures or events in geometry, physics, and biology, this calculator is helpful.
Ellipsoid Volume Formula
The volume of an ellipse can be calculated using the formula below:
| V = |
| πabc |
Square Pyramid Volume Calculator
The space within a pyramid with a square base may be found with the use of a square pyramid volume calculator. A square pyramid consists of four triangle-shaped sides that ascend to a single point at the top, and a flat, square bottom. Numerous architectural designs and Egyptian pyramids both use this form. In order to solve mathematical problems and represent real-world objects, it is helpful to know how to compute its volume.
The formula for square pyramid volume
A square pyramid's volume may be calculated using the following formula:
| V = |
| a2h |
Conical Frustum Volume Calculator
The part of a cone that is left over after its top is severed by a plane parallel to its base is known as the conical frustum. Its volume indicates how much space it takes up. It has two circular ends: a larger base and a smaller top. Items like flower pots, lampshades, and buckets frequently have this shape.
The Conical Frustum Volume Formula
A conical frustum's volume can be found using:
| V = |
| πh (R2 + r2 + Rr) |