Final answer:
The statement about sets A and B being equivalent if set A has more items than set B is false; equivalence is determined by having the same number of elements. Sets A and B are not considered equivalent if set A contains more items than set B.
Step-by-step explanation:
Sets A and B are considered equivalent if set A contains more items than set B. Therefore, the statement 'Sets A and B are considered equivalent if set A contains more items than set B' is FALSE. In order for two sets to be considered equivalent, they must have the same number of items, not one containing more items than the other.