Determine whether the pair of sets is equal, equivalent, both, or neither. A \( = \) \{pears, apples, grapes \( \} \) \( B=\{ \) apples, apricots, pears \( \} \) Are set A and set B equal, equivalent, both, or neither? Equivalent Both Equal Neither

To determine the relationship between sets A and B, we first check for equality. Sets are equal if they contain exactly the same elements. Here, set A has {pears, apples, grapes} while set B has {apples, apricots, pears}. Since they don't contain the same elements (grapes vs. apricots), they are not equal. Next, we check for equivalence, which means that the two sets have the same number of elements. Both sets A and B have 3 elements each. Thus, they are equivalent. In summary, sets A and B are equivalent but not equal.