A ring (R+;) is a field if
a. (R~{0}:) is a group.
b.(R+:) is a commutative ring with unity.
c. (R.+:) is a commutative division ring.
c.(R+;) is a commutative ring with unity having no zero divisors.
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Answer:
c. ( R+ .,) is a commutative ring with unity having no zero divisions
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