Question

What two-dimensional cross-sections could we create by slicing the particular cylinder shown below?
Note that the height of the cylinder is greater than the diameter of its base.

CHOOSE ALL ANSWERS THAT APPLY

A) Isosceles Triangle
B) Square
C) Rectangle

Answer 1

A two-dimensional cross-sections could we create by slicing the particular cylinder is

A) Isosceles Triangle

Step-by-step explanation:

• the shape which results from a vertical angled, and slicing the section of a cylinder. The cross section is an isosceles triangle.

• It can also be considered as a circle but all is depending on how it has been cut.
• A cross section is know as the intersection of a shape or figure in a three-dimensional space with a plane.
• A cross section is the result you get by doing a "slice" across a solid object.
• When a plane intersects across a solid object, the cross sectional area could be a point, or a line segment, even a two-dimensional shape such that, but it is not limited to, a circle,oval, or hexagon.
• A cross section is know as the two-dimensional shape that comes from cutting a three-dimensional.
• The two-dimensional cross-sections could we create by slicing the particular cylinder is found to be an Isosceles triangle.