Mathematics, 15.01.2021 14:00, ayoismeisjjjjuan
The plastic cylinder has a diameter of 2 cm. There is a rectangular 0.6 cm square prism through the middle of the cylinder, extending from the top to the bottom. The height of the cylinder is 6 cm. Find the volume of the cylinder without the prism.
Answers: 3
), measured in cubic centimeters, minus the volume of the prism (
), measured in cubic centimeters. That is:
(1)
(2) 
- Diameter of the cylinder, measured in centimeters.
- Side of the square prism, measured in centimeters.
- Height of the square prism, measured in centimeters.
, 
and 
, then the volume of the cylinder without the prism is:![V = \left[\frac{\pi}{4}\cdot (2\,cm)^{2}-(0.6\,cm)^{2} \right]\cdot (6\,cm)](/tpl/images/1038/6456/7772d.png)
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