Since the set has 4 elements, the number of subsets is 24 = 16. Two of the subsets are the empty set and the set itself. The other subsets are:
{a}, {e}, {i}, {o}, {a,e}, {a,i}, {a,o}, {e,i}, {e,o}, {i,o}, {a,e,i}, {a,e,o}, {a,i,o}, {e,i,o}
Gin L.
asked 11/20/19{a,e,i,o} List all the subset of each set
Since the set has 4 elements, the number of subsets is 24 = 16. Two of the subsets are the empty set and the set itself. The other subsets are:
{a}, {e}, {i}, {o}, {a,e}, {a,i}, {a,o}, {e,i}, {e,o}, {i,o}, {a,e,i}, {a,e,o}, {a,i,o}, {e,i,o}
Get a free answer to a quick problem.
Most questions answered within 4 hours.
Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.