Median

Step 1: Understand the problem. We are given two sets:
Set with median ,
Set with median .
When combining sets A and B, the median of the combined set will depend on the values of and , and the total number of elements in the two sets.
Step 2: Median of Combined Sets.
If the total number of elements in the combined set is even, the median lies between the medians of the two sets.
Since and , the combined median will be at least 2 because the smallest median is 2, and no value smaller than 2 can lie between the two medians.
Step 3: Conclusion. Thus, we can say that the median of the combined set is at least 2. The correct answer is: