g. \( \sqrt[3]{16}+2^{3} \sqrt{3} \)

Did you know that cube roots have been a fascinating topic since ancient times? The Babylonians had methods to approximate cube roots, and this laid the groundwork for modern algebra! The expression you have involves both cube roots and squares, which adds an interesting twist to our number explorations. For real-world application, cube roots often come into play in fields like engineering and physics, particularly when dealing with volumes and dimensions. For example, if you know the volume of a cube, you can easily find the length of one side by calculating the cube root—pretty handy in construction or design projects!