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- Discrete math homework. Prove the problem!
Discrete math homework. Prove the problem!
1. According to the meaning of the question, for any a∈A, there exists b∈A, which makes < A, B > ∈ R2. According to the symmetry of R, so
& ltb, a & gt∈R and < a, b & gt∈R, and then according to the transitivity of r, we get
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