Introduction to solving volume of a cylinder:
Volume is how much three-dimensional space a substance or shape occupies or contains, often quantified numerically using the SI derived unit, the cubic meter. The volume of a container is generally understood to be the capacity of the container . Here we are going to learn about how to solving the volume of a cylinder and its examples. (Source from Wikipedia)
Formula for solving the volume of cylinder:
Volume of cylinder = `pi` r 2 h cubic units
Solving Volume of a Cylinder - Example Problems
Example: 1
A cylinder with the radius 14 meter and height is 18 meter. calculate the volume of the cylinder.
Solving steps:
We know that formula for figure out volume of the cylinder is `pi` r2 h
Here the given is h = 18 m, r = 14 m, `pi ` = 3.14
Substitute all the value in the above formula we get
Volume = 3.14 * (14 2) * 18
Simplify the above we get
=3.14 * 196 * 18
= 11077.92
Therefore the volume of tank is 11077.92 m3
Example: 2
A cylinder with the diameter 40 meter and height is 14 meter. Calculate the volume of the cylinder
Solving steps:
Volume of cylinder = `pi` r2 h
Here the given is diameter so we have to find the radius value
Radius = `("diameter" / 2)`
r = `38/2`
r = 20 m
Now we calculate the volume
r = 20 and h = 14 m substitute the formula we get
Volume = 3.14 * (202) * 14
Simplify the above we get
= 3.14 * 400 * 14
= 17584 m3
Therefore the volume of the cylinder is 17584 m3
I like to share this Geometric Probability with you all through my article.
Solving Volume of a Cylinder - Example: 3
A cylinder with the radius 7.9 cm and height is 8.1 cm. calculate the volume of the cylinder
Solving steps:
Formula:
Volume of cylinder = `pi` r2 h
`pi` = 3.14, r = 7.9 cm, h = 8.1 cm substitute this value into the above formula we get
= 3.14 * (7.92) * 8.1
Simplify the above we get
= 3.14 * 62.41 * 8.1
= 1587.33 cm3
Therefore the volume of the tank = 1587.33 cm3
Volume is how much three-dimensional space a substance or shape occupies or contains, often quantified numerically using the SI derived unit, the cubic meter. The volume of a container is generally understood to be the capacity of the container . Here we are going to learn about how to solving the volume of a cylinder and its examples. (Source from Wikipedia)
Formula for solving the volume of cylinder:
Volume of cylinder = `pi` r 2 h cubic units
Solving Volume of a Cylinder - Example Problems
Example: 1
A cylinder with the radius 14 meter and height is 18 meter. calculate the volume of the cylinder.
Solving steps:
We know that formula for figure out volume of the cylinder is `pi` r2 h
Here the given is h = 18 m, r = 14 m, `pi ` = 3.14
Substitute all the value in the above formula we get
Volume = 3.14 * (14 2) * 18
Simplify the above we get
=3.14 * 196 * 18
= 11077.92
Therefore the volume of tank is 11077.92 m3
Example: 2
A cylinder with the diameter 40 meter and height is 14 meter. Calculate the volume of the cylinder
Solving steps:
Volume of cylinder = `pi` r2 h
Here the given is diameter so we have to find the radius value
Radius = `("diameter" / 2)`
r = `38/2`
r = 20 m
Now we calculate the volume
r = 20 and h = 14 m substitute the formula we get
Volume = 3.14 * (202) * 14
Simplify the above we get
= 3.14 * 400 * 14
= 17584 m3
Therefore the volume of the cylinder is 17584 m3
I like to share this Geometric Probability with you all through my article.
Solving Volume of a Cylinder - Example: 3
A cylinder with the radius 7.9 cm and height is 8.1 cm. calculate the volume of the cylinder
Solving steps:
Formula:
Volume of cylinder = `pi` r2 h
`pi` = 3.14, r = 7.9 cm, h = 8.1 cm substitute this value into the above formula we get
= 3.14 * (7.92) * 8.1
Simplify the above we get
= 3.14 * 62.41 * 8.1
= 1587.33 cm3
Therefore the volume of the tank = 1587.33 cm3
