We have learned the how to calculate volume of cylinders and prisms. In this section, we will work on word problems which involve both cylinders and prisms.
Examples
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- A cylindrically-shaped plasticine is 8 cm tall and has a radius of 3 cm. If a kid reshapes this plasticine into a cube, what will be the side length of the cube? Give your answer to two decimal places.
- A concrete cover of a water cylinder is shown. How much concrete is needed to build this cover?
- What is the volume of a cylinder that can just fit into a cube-shaped box that has a volume of 6000 cm³?