In General, volume is the 3d space occupied by an object or matter under study. The space occupied by an object in three dimension is said to be volume and not in two dimension and it is measured in cubic units.. In mathematics, we study about the volume of different objects and shapes. General formulas have been derived for the calculation of volume and learning as well. The general solid shapes frequently used on mathematics are cylinder, sphere, cone, pyramid prism, etc. Formulas and problems for learning volume calculation are given in the following sections.
Learn about volume learning- Volume formulas:
The derived formulas to calculate the volume are given here for learning volume calculation. These formulas are very impotant for learning volume calculation,
Pyramid:
Volume of pyramid = Area of base * h * (1/3)
where,
Area of base = width of the base * lenght of the base
h = Height of the pyramid from the apex,
Triangular prism:
Volume of triangular prism: (1/2) b * h * l
where,
b = width of the base
l = lenght of the base
h = Height of the pyramid from the apex,
Cube:
Volume of a cube = a3
where,
a = length of any side
Cylinder:
Volume of a cylinder = Pir 2 h
where,
r =radius of the circular side.
h= height of the cylinder.
Volume of a sphere:
Volume of a sphere = (4/3) (pi) r^3
where,
r =radius
Cone:
Volume of a cone: (1/3) (pi) (r^2) h
r = base radius
h = the height of the cone from the apex.
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.
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.
Cuboid:
Volume of Cuboid: l * b* h
where,
l = lenght of the base,
b = width of the base,
h = height of the cuboid.
These formulas are very essential to learn about volume.
learn about volume learning-Pictorial view
Here are the pictorial view of the shapes mentioned above to help volume learning easy,
learn about volume learning
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