Geometry

Question Analysis
This question involves applying the formula for the volume of a cone to a real - life scenario of an ice - cream cone.
The main focus is on accurately substituting the given radius and height values into the volume formula and performing the correct calculations.

Key Concept Explanation
The formula for the volume of a cone is , where represents the radius of the base of the cone and is the height of the cone.
This formula is used to calculate the space occupied by the ice - cream inside the cone.

Step - by - Step Solution
Substitute cm and cm into the formula: .
First, calculate