The volume of the cylinder is basically the volume enclosed between the two bases and its shell.
To calculate it we need the radius of the cylinder and the height of the cylinder .
In geometry it is customary to mark the volume with the letter .
The formula for the volume is:
(pi) is a mathematical constant whose value is (approximately) equal to. .
Given the cylinder shown in the figure.
According to the data, find the volume of the cylinder, the lateral surface area and the total surface area.
Task:
What is the volume of the cylinder?
Solution:
From the figure it can be seen that the radius of the bases is equal to cm, and the height of the cylinder is equal to cm.
Now it only remains to put in the formulas what we have learned.
Calculation of the volume of a cylinder :
Answer:
If this article interests you, you may be interested in the following articles:
Cylinder area
Cylinder
Right triangular prism
The bases of the right triangular prism
The lateral faces of a prism
Lateral edges of a prism
Height of a prism
Surface area of triangular prisms
On Tutorela's blog you will find a wide variety of mathematical articles.
