Final answer:
The question involves the calculation of the electric field strength between two charged rings, which cannot be directly answered without specific context or formulae, unlike simpler configurations like parallel plates or point charges.
Step-by-step explanation:
The student is asking for the electric field strength between two charged rings with certain dimensions and charge values. To find the electric field strength created by one ring, one could use the formula for the electric field due to a charged disc at a point along its axis. However, the calculation for two such rings facing each other is not a standard direct calculation unless the distance between them is small compared to their radius (which is not the case here).
Therefore, we would typically resort to either numerical methods or approximations based on the principles of superposition for electric fields. Unfortunately, without a specific context or formulae provided, it is not possible to give an exact answer directly, especially as standard equations such as those for point charges or infinite planes do not directly apply to finite-sized rings.
In the context of parallel conducting plates, the electric field strength can be calculated using the formula E = V/d, where V is the voltage difference and d is the separation distance. For instance, for plates separated by 2.00 cm with a given voltage, that formula would yield the electric field directly between them. Similarly, the electric force between two charged objects can be calculated using Coulomb's law. However, for rings of finite size, such clear-cut equations do not apply, and more complex integration is required.