Given the following set, select the statement below that is true.
V = {a, e, i, o, u}
s ∈ V
o ∉ V
e ∈ V
V intersect Ø
w ∈ V
s ∈ V , I don't see any s, so false
o ∉ V , but I do see an o, so false
e ∈ V , yup!, true
V intersect Ø , Ø intersect with anything is Ø
w ∈ V , no w in sight anywhere, so false
Great! I understand it so much better once you explained it! Whoa thank you so much!
To find the true statement from the given set V = {a, e, i, o, u}, let's analyze each statement:
1. s ∈ V - This statement is false because the letter "s" is not present in the set V.
2. o ∉ V - This statement is true because the letter "o" is not present in the set V.
3. e ∈ V - This statement is true because the letter "e" is present in the set V.
4. V intersect Ø - Here, Ø represents the empty set. The intersection of any set with the empty set results in the empty set. Therefore, V intersect Ø = Ø. This statement is true.
5. w ∈ V - This statement is false because the letter "w" is not present in the set V.
Therefore, the true statement from the given set is: V intersect Ø.