Let's analyze the formula for the volume of a cone and for the volume of a cylinder.
\begin{gathered}
V_\text{cone}=\dfrac{1}{3}\textcolor{darkorange}{Bh} \\
V_\text{cylinder}=\textcolor{darkorange}{Bh}
\end{gathered}
Notice that if the cylinder and the cone have the same base and the same height, we can substitute V_\text{cylinder} for Bh into the formula for the volume of cone.
Therefore, the volume of the cylinder is three times the volume of the cone. Since V_\text{cone}=\textcolor{darkviolet}{568} cubic centimeters, we get that V_\text{cylinder}=3\cdot\textcolor{darkviolet}{568}=1704 cubic centimeters.
