Final answer:
The question involves a mathematical concept of doubling quantities, and without further context, each option (A through D) maintains this relationship. Therefore, any of the given options could be correct, as they all show the full order as being twice the amount of the half order.
Step-by-step explanation:
The question pertains to a typical word problem that can be encountered in mathematics where one is required to deduce the number of rib bones in a half order and a full order. Without additional context, the question itself doesn't provide information on how many ribs are usually served, so we need to rely on the options given (A through D) as potential logical answers.
To solve the issue, let's assume that a full order is simply double the amount of a half order. If we look at the options provided, they all follow this pattern: Each option shows that the full order is exactly twice the amount of the half order. Therefore, without specific information on rib orders, any of the given options could be correct. The student should refer to the context in which the question was asked for a precise answer. If it's a math pattern recognition problem, it's clear that the relationship between the half and full orders is consistent across all options and is based on direct doubling.