Final answer:
The terms 'mutually exclusive' and 'independent' define types of event relationships in statistics, with 'mutually exclusive' meaning they cannot happen together, and 'independent' means the occurrence of one event doesn't affect the other. Without specific context, it's difficult to fully determine the relationship, but generally, events like 'Other' and 'Up for reelection in November 2016' are mutually exclusive.
Step-by-step explanation:
The questions regarding the events Other and Up for reelection in November 2016 are attempting to identify the type of relationship between these two events. In probability and statistics, mutually exclusive events are those that cannot occur at the same time, whereas independent events are those where the occurrence of one does not affect the probability of the other occurring. Without specific context, it is hard to determine the precise relationship; however, if 'Other' refers to a category that does not include politicians up for reelection and if 'Up for reelection in November 2016' specifically refers to politicians who are seeking another term in the same election, then the events would be considered mutually exclusive, as a politician cannot be both up for reelection and in the 'Other' category at the same time if 'Other' excludes those up for reelection.