Question

Let A = R. For θ1, θ2 ∈ R, we will say that θ1 ∼ θ2...

Let A = R. For θ1, θ2 ∈ R, we will say that θ1 ∼ θ2 if θ1 − θ2 = 2lπ for

some l ∈ Z.

By making a natural choice of equivalence class representative, we showed that one can identify Zm with the set {0,1,··· ,m−1} . Find A/∼, and identify it with a subset of R in a similar way.

This is a discrete math question.

Thank you for any piece of help!

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