Question

Find the volume of oil container which is in the shape of a cylinder with hemispherical ends The total length of the container is 23m and the radius is 3m


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Answer 1

Step-by-step explanation:

volume of oil container =volume of cylinder +volume of both hemisphere

=

$\pi {r}^{2} h + 2(2 \div 3\pi {r}^{3)}$

3.14*9*23 +2(2/3* 3.14*27)

649.98 + 113.04

= 763.02