![SOLVED:The volume of a cylinder is \pi r^{2} h where \mathrm{r} is the radius and h is the height. One student measured the radius of the circular cross section to be 2.500 \ SOLVED:The volume of a cylinder is \pi r^{2} h where \mathrm{r} is the radius and h is the height. One student measured the radius of the circular cross section to be 2.500 \](https://cdn.numerade.com/previews/6702f91f-5775-4eb1-99e4-72a619a04d17_large.jpg)
SOLVED:The volume of a cylinder is \pi r^{2} h where \mathrm{r} is the radius and h is the height. One student measured the radius of the circular cross section to be 2.500 \
![How Can Integral Calculus Be Derived and Applied to Find the Volumes and Surface Area of Complex Three-dimensional Objects? How Can Integral Calculus Be Derived and Applied to Find the Volumes and Surface Area of Complex Three-dimensional Objects?](https://images.ukessays.com/180520/3/0651715.006.jpg)
How Can Integral Calculus Be Derived and Applied to Find the Volumes and Surface Area of Complex Three-dimensional Objects?
![The diagram below shows a flower vase of depth 18cm. The ratio of the top and bottom diameters is 5:2.(Take pi =3.142). Calculate (a) The volume of... The diagram below shows a flower vase of depth 18cm. The ratio of the top and bottom diameters is 5:2.(Take pi =3.142). Calculate (a) The volume of...](https://www.kenyaplex.com/questions/uploads/pic15820191244.png)