Given the following set, select the statement below that is true.

V = {a, e, i, o, u}

The question does not appear complete. Please check.

Given the following set, select the statement below that is true.

V = {a, e, i, o, u}

A. s ∈ V
B. o ∉ V
C. e ∈ V
D. V intersect Ø
E. w ∈ V

∈ means "is a member of"

∉ means "is not a member of"

V ∩ Ø is not a statement, but the definition of another set which happens to be a null set (or Ø).

Based on the above information, please make an attempt at the solution, and explain why you think this is the right answer.

To determine which statement is true for the given set V = {a, e, i, o, u}, we would evaluate each statement individually.

Statement 1: The set V contains only vowels.
To verify this statement, we need to check if all the elements of V are vowels. Since all the elements in V are indeed vowels, this statement is true.

Statement 2: The set V contains both vowels and consonants.
To verify this statement, we need to check if V contains elements that are not vowels. In this case, all the elements in V are vowels, so this statement is false.

Statement 3: The set V contains more than five elements.
To verify this statement, we count the number of elements in V. Since V contains five elements, this statement is false.

From the analysis above, we can conclude that Statement 1: "The set V contains only vowels" is true for the given set V = {a, e, i, o, u}.