Students can learn How to find Volume from the expert tutors available online. To learn How to calculate volume students have to have the knowledge of the different solids and their formulas for computation of Volume.
In General, volume is the space occupied by the object or matter under study. The space occupied in three dimension is said to be volume and not in two dimension. In mathematics, we study about how to find volume of different objects and shapes. General formulas have been derived to calculate the volume. It is measured in cubic units. The general solid shapes frequently used on mathematics are cylinder, sphere, cone, pyramid prism, etc.The formulas and the examples to how to calculate volume are given in the following sections.
The following chart gives us the formulas (equations) derived to How to find out the volume of some of the frequently used shapes, The volume equations chart is very helpful in how to find volume in a simpler and faster method,
Volume chart:
Name of the shape  Volume equations  Descritpion of the equation. 
Cube 
Volume of a cube = a^{3}  a = length of any side 
Cylinder 
Volume of a cylinder = ^{ }^{Π}r ^{2} h 
r =radius of the circular side, h= height of the cylinder. 
Volume of a sphere 
Volume of a sphere =(43)  r =radius 
Cone 
Volume of a cone: (13)(π) 
r = base radius h = the height of the cone from the apex. 
Rectangular Prim

Volume of rectangular prism= l * w * h. 
l= length of the prism, w = width of the prism, h= height of the prism. 
Prism 
Volume of the prism = b* h where b = l* w, 
l = length of the prism, w = width of the prism,
h = height of the prism. 
Ellipsoid  Volume of ellipsoid = (43 ) * r1 * r2 * r3 * π 
r1 = radius 1 r2 = radius 2 r3 = radius 
Before we see how to calculate volume ,lets see what is volume
The commonly used objects or shapes and how to find volume in mathematics is mentioned below,
How to find volume of Cube:
Volume of a cube = a^{3}
where,
a = length of any side
How to find volume of Cuboid:
h = height of the cuboid.
How to calculate volume of Cylinder:
Volume of a cylinder = ^{`Pi`}r ^{2} h
where,
r =radius of the circular side.
h= height of the cylinder.
How to find Volume of a sphere:
Volume of a sphere =` (4/3) (pi) r^3`
where,
r =radius
How to find volume of Cone:
Volume of a cone: `(1/3) (pi) (r^2) h`
r = base radius
h = the height of the cone from the apex.
How to find volume of Prism:
h = height of the prism.
How to find volume of Triangular prism:
h = Height of the pyramid from the apex,
How to find volume of Pectangular Prim:
Volume of the rectangular prism = l * w * h.
l= length of the prism,
w = width of the prism,
h= height of the prism.
The shapes of the mentioned figures are shown below,
Students have learnt How to calculate volume. Now they can learn calculating volume in a box. Box is a three dimensionalclosed shape with 6 faces and it has height, base and width. There are 2 types of Boxes.
Two types of 3 dimensional boxes are:
Volume of a Square Box is a^{3} and Volume of a Rectangular Box is length * height * width.
Now you can learn How do you find volume of different solids.
how to calculate volume of cylinder given the radius is 12 cm and 18 cm.
Solution:
Volume of cylinder = π r2 h cubic units.
= (3.14) * 122 * 18
= 3.14 * 144 * 18
= 8138.88 cm3
3)Calculate the volume of the sphere with radius 3cm .
Solution:
Volume of the sphere = (43)(π)r3
= (43)(π)33
= 113.04 cm^3
how to find volume of cone given the radius is 4 cm and 9 cm.
Solution:
Volume of cone = 1/3 π r2 h cubic units.
= 1/3 (3.14) * 42 * 9
= 0.33 * 3.14 * 16 * 9
= 149.21 cm3
How to Calculate volume of the a cube with Side length = 4m.
Solution:
Volume of a cube = a^{3}
= 4^{3}
= 64 m^{3}
Students can learn How to Calculate the volume of various solids and solve problems on them.