the vertical cross section of a right circular cylinder is always a
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Answer:
the vertical cross section of a right circular cylinder is always - rectangle
Answer:
What is the vertical cross section of a right circular cone?
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The Cross section is one of the important concepts in mathematics. It is defined as the two-dimensional plane obtained by the intersection of a three-dimensional solid shape with the help of a plane. It is quite obvious that the cross sectioned surface of a three-dimensional object is a two-dimensional shape.
There are two types of cross sections -
(1) Horizontal Cross Section
(2) Vertical Cross Section
A horizontal cross-section is obtained when the plane that passes through the solid object is parallel to its base. On the other hand, a vertical cross section is found when the intersecting plane is perpendicular to the base of the solid. These are known as a parallel cross-section and perpendicular cross section.
The cross section is the section of the figure after cutting it.
For example -
(1) Any cross section of a sphere is a circle.
(2) A horizontal cross-section of a cone is a circle, while its vertical cross-section is a triangle.
(3) The horizontal cross section of a cylinder is a circle and the vertical cross-section is a rectangle.