32)
The numbers we have are: -2, 1, 5, 8 and n. If n is less than or equal to 1, the median is always 1. But, for n>2, the median is n (for example for n=2, median is 2, for n=3, median=3) but for n>=5, median is always 5.
According to (1), median is less than 5. In order for this to happen, n must be greater than 2 and less than 5. That lies within (0,7) and therefore, this statement is sufficient.
According to (2), median>1. For this to happen, n should be greater than 2 as we said before. But, if n=10, then the median is 5 again. Therefore, we do not know if n lies in (0,7) and therefore, this statement is insufficient.