To determine the number of subsets that can be made from a set containing six elements, we can use the formula for finding the total number of subsets of a set. The formula is:
2n
where n is the number of elements in the set. In this case, n = 6.
Plugging the value into the formula gives us:
2 6 = 64
This means that there are a total of 64 different subsets that can be formed from a set of six elements. This includes the null set (the empty set) and the set itself, which are both counted in the total. Therefore, the answer to the question is:
64 subsets