QuestionFind the volume between a cone and a cube, with the cone's base inscribed in the cube's face. Use edge length $s$.

Studdy Solution
Factor out $s^3$ from the right side of the equation.
$$V_{region} = s^3 \left( - \frac{}{12}\pi\right)$$The volume of the region between the cone and the cube is a function of the length of the edge of the cube and is given by $V_{region} = s^3 \left( - \frac{}{12}\pi\right)$.