Final answer:
To rank three objects from least stable to most stable based on the positions of their centers of gravity, we need to consider the concept of equilibrium and the location of the center of gravity.
Step-by-step explanation:
The question asks to rank three objects from least stable to most stable based on the positions of their centers of gravity. To determine stability, we need to consider the concept of equilibrium and the location of the center of gravity. In general, objects are more stable if their center of gravity is low and within the base of support.
Using this information, we can rank the objects:
- The object with the lowest center of gravity located within its base of support is the most stable.
- The object with the center of gravity located slightly higher than the base of support is moderately stable.
- The object with the highest center of gravity located outside the base of support is the least stable.
This ranking is based on the principle that a lower center of gravity provides greater stability. Objects with a higher center of gravity are more likely to tip over.