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# isQuotientOf -- whether one thing is a quotient of another

### Menu

- isQuotientOf(Ring,Ring) -- whether one ring is a quotient of another
- isQuotientOf(Type,Ring) -- whether one ring is a quotient of a ring of a given type

## Ways to use isQuotientOf:

- `isQuotientOf(Ring,QuotientRing)` -- see isQuotientOf(Ring,Ring) -- whether one ring is a quotient of another
- isQuotientOf(Ring,Ring) -- whether one ring is a quotient of another
- `isQuotientOf(Type,QuotientRing)` -- see isQuotientOf(Type,Ring) -- whether one ring is a quotient of a ring of a given type
- isQuotientOf(Type,Ring) -- whether one ring is a quotient of a ring of a given type

## For the programmer

The object isQuotientOf is a method function.

The source of this document is in /build/macaulay2-88fgJW/macaulay2-1.25.11+ds/M2/Macaulay2/packages/Macaulay2Doc/functions/isQuotientRing-doc.m2:38:0.