Option D: Cannot be predicted
       1. Understanding the Problem:
            ○ There are twelve members in the club.
            ○ Each month, one member is chosen to host a dinner.
            ○ The question asks how many dinners a particular member will host in one year.
     2. Analyzing the Situation:
            ○ There are 12 months in a year.
            ○ Each month, one of the 12 members is randomly chosen to host a dinner.
            ○ Over the course of a year, each member has an equal chance of being chosen each month.
     3. Probability and Distribution:
            ○ In an ideal scenario where each member is chosen exactly once, each member would host one dinner per year. However, the selection is random.
            ○ It is possible for some members to be chosen more than once, while others might not be chosen at all.
     4. Conclusion:
            ○ Since the selection is random and independent each month, it is not possible to predict exactly how many times a particular member will host a dinner in a year.
            ○ Therefore, the number of dinners a particular member has to host in one year cannot be predicted with certainty.
     ● Final Answer: The correct answer is Option D: Cannot be predicted.