Not a right cross-section.
A cylinder has a circular cross-section whereas a cuboid has a quadrilateral cross-section.
Volume of a cuboid = cross-section area times its length
Yes. A cuboid, for example, has triangular cross sections
A square cross-section cuboid would fit the given description
Trapezoid. The rectangle, square, and rhombus are all parallelograms. The Trapezoid is a solid: a prism of trapezium cross-section.
A cross-section of a cuboid is the two-dimensional shape that results from cutting the cuboid with a plane. It is formed by the intersection of the plane with the three-dimensional cuboid. The cross-section of a cuboid can be a rectangle, square, or even a triangle, depending on how the cuboid is cut. The shape and size of the cross-section will vary based on the orientation and angle of the cutting plane relative to the cuboid.
A cylinder has a circular cross-section whereas a cuboid has a quadrilateral cross-section.
Yes a prism can have a square cross-section
Volume of a cuboid = cross-section area times its length
Yes, it is possible to cut a trapezium cross-section from a rectangular prism. This can be achieved by slicing the prism at an angle that intersects two opposite edges of the rectangular face, creating a trapezoidal shape. The specific dimensions and angles of the cut will determine the exact shape of the trapezium, but the geometry allows for such a cross-section.
Depending on the inclination of the plane used for the cross-section, it could be a square, rectangle, trapezium, triangle.
It can be a square, a trapezium, a quadrilateral or a triangle - depending on the inclination of the plane which defines the cross section.
Cube, Cuboid. Any prism with a quadrilateral cross section
The following are some shapes having a square cross section: a cube, a cuboid, a square pyramid.
It will be one of:a triangle if where the cross section cuts the base is through two adjacent sides;an irregular quadrilateral if where the cross section cuts the base is through two opposite sides but not parallel to a side of the base; ora trapezium if where the is the cross section cuts the base is parallel to a side of the base.
It is necessary to know which of the five given measures refer to the trapezium [cross section] and which one is the length of the prism. Furthermore, it is necessary to know which two of the four sides of the trapezium are the parallel ones.It is necessary to know which of the five given measures refer to the trapezium [cross section] and which one is the length of the prism. Furthermore, it is necessary to know which two of the four sides of the trapezium are the parallel ones.It is necessary to know which of the five given measures refer to the trapezium [cross section] and which one is the length of the prism. Furthermore, it is necessary to know which two of the four sides of the trapezium are the parallel ones.It is necessary to know which of the five given measures refer to the trapezium [cross section] and which one is the length of the prism. Furthermore, it is necessary to know which two of the four sides of the trapezium are the parallel ones.
Yes. A cuboid, for example, has triangular cross sections