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If f: (R, +;) → (R', +'/) be a ring Homomorphism, and R is integral domain, then R' is integral domain if f is Epimorphism. True False * (8 The ring (Za, +3i3) can be imbedding in the ring (Z12-+12-12) True

If f: (R, +;) → (R', +'/) be a ring Homomorphism, and R is integral domain, then R' is integral domain if f is Epimorphism. True False * (8 The ring (Za, +3i3) can be imbedding in the ring (Z12-+12-12) True

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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@イイ会 l * (7 If f: (R, +,) - (R', +',') be a ring Homomorphism, and R is integral domain, then R' is integral domain iff is Epimorphism True False 8 The ring (Z3, +33) can be imbedding in the ring (Z12,+1212). True False * (9 a is zero divisor= a is not invertible True False
Transcribed Image Text:@イイ会 l * (7 If f: (R, +,) - (R', +',') be a ring Homomorphism, and R is integral domain, then R' is integral domain iff is Epimorphism True False 8 The ring (Z3, +33) can be imbedding in the ring (Z12,+1212). True False * (9 a is zero divisor= a is not invertible True False
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