Final answer:
Static volume requires three dimensions to be determined: length, width, and height for solids or directly for liquids with tools like graduated cylinders. Derived units and dimensional analysis are important when converting between volume units. Appropriate unit selection aids in the practical understanding of measurements.
Step-by-step explanation:
Static volume requires three measurements, or dimensions, to be determined. These dimensions are typically length, width, and height for a regular solid object. For a liquid, the volume can be measured directly using an appropriate tool, such as a graduated cylinder or a pipette. In the case of determining the static volume of a water balloon, a graduated cylinder which can measure the displacement of water would be suitable. To measure the volume of a regular solid, like a milk carton, you would multiply its length, width, and height.
Knowing the unit of measurement is also key as volume is expressed in cubic units. When converting from one volume unit to another, conversion factors must be squared or cubed appropriately in a process called dimensional analysis. This is particularly important when dealing with derived units such as converting cubic centimeters to cubic meters, where the conversion factor must be cubed.