prepare a table of solid shape .Table must contain name of solid shape and face of cross section ( vertical and horizontal cut )
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Answer:
Cross section means the representation of the intersection of an object by a plane along its axis. For example, a cylinder-shaped object is cut by a plane parallel to its base; then the resultant cross-section will be a circle. So, there has been an intersection of the object. It is not necessary that the object has to be three-dimensional shape; instead, this concept is also applied for two-dimensional shapes.
Also, you will see some real-life examples of cross-sections such as a tree after it has been cut, shows a ring shape. So, we can say this method helps to see a small portion of anything which is big.
In Geometry, we study different types of geometric shapes, such as two-dimensional shapes and three-dimensional shapes. The cross-section is one of the important concepts in Geometry. In this article, let us discuss in detail about the definition, types and cross-section of different shapes along with examples.
Cross Section Definition
In Geometry, the cross-section is defined as the shape obtained by the intersection of solid by a plane. The cross-section of three-dimensional shape is a two-dimensional geometric shape. In other words, the shape obtained by cutting a solid parallel to the base is known as a cross-section.
Types of Cross Section
The cross-section is of two types, namely
Horizontal cross-section
Vertical cross-section
Step-by-step explanation: