A set with identical members is ??
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Two sets are said to be equal sets if they both have exactly same elements. Here, A and B are equal sets because both set have same elements (order of elements doesn't matter)
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Two sets are equal if they contain each other: A ⊆ B and B ⊆ A is equivalent to A = B. If A is a subset of B, but not equal to B, then A is called a proper subset of B, written A ⊊ B, or simply A ⊂ B (A is a proper subset of B), or B ⊋ A (B is a proper superset of A, B ⊃ A).
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