Question

"Determine whether the sets are equal, equivalent, both, or neither.

{l, m, n, o} and {w, x, y, z}
a Neither
b Equal
c Equivalent
d Both

Answer 1

The sets {l, m, n, o} and {w, x, y, z} are neither equal nor equivalent.

Step-by-step explanation:

The sets {l, m, n, o} and {w, x, y, z} are neither equal nor equivalent.

To determine if two sets are equal, all the elements in each set must be the same. Since the elements in {l, m, n, o} and {w, x, y, z} are different, the sets are not equal.

To determine if two sets are equivalent, they must have the same number of elements and contain the same elements, but not necessarily in the same order. Since {l, m, n, o} and {w, x, y, z} have different elements, they are not equivalent.