Question

"List form for the set. Theorem 1.0.1. Let A, B, and C be sets and U is univers- CAACU2- A S O if and only if A = 0.3- ACB and B C C then ACC.4- ACB and B C A then A - B."

Which statement accurately represents the given set notation?
A. A ⊆ B, A ⊆ C, A = ∅, C ⊆ B, B ⊆ C, A ⊂ B
B. A ⊆ B, A ⊆ C, A ≠ ∅, C ⊆ B, B ⊆ C, A ⊊ B
C. A ⊇ B, A ⊇ C, A = ∅, C ⊇ B, B ⊇ C, A ⊃ B
D. A ⊇ B, A ⊇ C, A ≠ ∅, C ⊇ B, B ⊇ C, A ⊋ B

Answer 1

The correct statement that accurately represents the given set notation is option B: A ⊆ B, A ⊆ C, A ≠ ∅, C ⊆ B, B ⊆ C, A ⊊ B.

Step-by-step explanation:

The correct statement that accurately represents the given set notation is option B: A ⊆ B, A ⊆ C, A ≠ ∅, C ⊆ B, B ⊆ C, A ⊊ B.

This means that A is a subset of B, A is a subset of C, A is not an empty set, C is a subset of B, B is a subset of C, and A is not equal to B.

In list form, the notation can be written as follows:

1. A ⊆ B
2. A ⊆ C
3. A ≠ ∅
4. C ⊆ B
5. B ⊆ C
6. A ⊊ B