Given that the radius and the height of the cylinder are:
![\begin{gathered} r=10\operatorname{mm} \\ h=10\operatorname{mm} \end{gathered}]()
You can use the formula for calculating the volume of a cylinder:
![V=\pi r^2h]()
Where "r" is the radius and "h" is the height.
Then, using:
![\pi\approx3.14]()
You can substitute values into the formula and evaluate:
![V=(3.14)(10\operatorname{mm})^2(10\operatorname{mm})]()
![V=(3.14)(100\operatorname{mm}^2)(10\operatorname{mm})]()
![V\approx3140\operatorname{mm}^3]()
Therefore, the answer is:
![V\approx3140\operatorname{mm}^3]()