LINE OF REVOLUTION Meaning and
Definition
-
Line of revolution refers to a concept in geometry and mathematics that pertains to a particular line around which a two-dimensional shape or a three-dimensional object rotates or revolves. This line is commonly referred to as the axis of rotation or axis of revolution. The line of revolution can be visualized as an imaginary line that passes through the center of the object or shape and remains fixed while the object rotates or revolves around it.
In the case of a two-dimensional shape, such as a circle or a polygon, the line of revolution is a line that is perpendicular to the plane of the shape and passes through the center. As the shape rotates around this line, it creates a three-dimensional object known as a solid of revolution. For example, when a circle rotates around its line of revolution, it forms a three-dimensional object called a sphere.
In the case of a three-dimensional object, such as a cylinder or a cone, the line of revolution is an axis that extends through the entire length of the object. As the object rotates around this line, it maintains its shape but changes its position in space.
Understanding the concept of the line of revolution is crucial in various fields such as physics, engineering, and computer graphics, as it enables the analysis, design, and modeling of rotating objects or shapes.
Common Misspellings for LINE OF REVOLUTION
- kine of revolution
- pine of revolution
- oine of revolution
- lune of revolution
- ljne of revolution
- lkne of revolution
- lone of revolution
- l9ne of revolution
- l8ne of revolution
- libe of revolution
- lime of revolution
- lije of revolution
- lihe of revolution
- linw of revolution
- lins of revolution
- lind of revolution
- linr of revolution
- lin4 of revolution
- lin3 of revolution
- line if revolution
