Let be defined so that a b exactly when a b is divisible


Question: 1. Let ∼ be defined so that a ∼ b exactly when a · b is divisible by 3. Is this an equivalence relation? If not, which of the three properties (reflexive, symmetric, transitive) does not hold?

2. Encrypt the message we are all made of stars using the atbash cipher.

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Mathematics: Let be defined so that a b exactly when a b is divisible
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