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Prove that a boolean ring is commutative.

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Prove that a boolean ring is commutative.

Proof:- Let R be boolean ring.
Thrrefore a^2 = a , for all a belongs to R.

Let x , y be ...

Solution Summary

It proves that a boolean ring is commutative.
The solution is given in detail.
This is mainly for finding the properties of different rings.

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