An ideal I of Commutative Ring with unity R is prime if and only if R/I is Integral Domain

In this vedio we have discussed proof of useful theorem of Ring theory

:-An ideal I of Commutative Ring with unity R is prime if and only if R/I is Integral Domain

[rahulshara]

Sir pleasemake videos .an ideal s of a commutative ring r with unity is maximal iff the residue class quotient ring is a field.