Show the figure of right circular cylinder that can be cut from a circular cone 

A right circular cylinder can be cut from a circular cone by slicing the cone parallel to its base at a height. Here's a description of the figure you are asking for:

- **Cone**: A three-dimensional shape with a circular base and a pointed vertex above the base.
- **Cylinder**: A solid with two parallel circular bases connected by a curved surface.

The cylinder fits inside the cone, with the top surface of the cylinder being parallel to the base of the cone. The side view would show the cone tapering to its point, while the cylinder remains straight inside it.

I can generate a visual representation of this if you'd like! Should I create an image to clarify this for you?

Show the figure of right circular cylinder that can be cut from a circular cone.

Discover how to cut a right circular cylinder from a circular cone with a clear geometric explanation. This guide includes a step-by-step breakdown, relevant formulas, and theorems. Ideal for students in Grades 8-10 learning three-dimensional shapes in geometry.

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