Homomorphism|Fundamental theorem of group homomorphism|Proof|Lecture 7|Theta Classes

In this lecture we are going to learn the fundamental theorem of a group homomorphism. First we state the theorem and then discuss its proof. In case if any student finds any difficulty in understanding this theorem do mention it in comment section. Homomorphism definition    • Homomorphism|Definition|Example|Group Theo...   Types of homomorphism    • Homomorphism|Types of Homomorphism|Example...   Properties of homomorphism    • Homomorphism|Properties of Homomorphism|Gr...   Kernel of homomorphism    • Homomorphism|Kernel of a Homomorphism|Exam...   Kernel of group homomorphism is subgroup    • Homomorphism|Kernel of group homomorphism ...   ker f ={e} iff f is one one    • Homomorphism|A group homomorphism is one o...   Properties on cosets    • Coset|Theorems on cosets|Lecture 5|Group T...   Keep connected with @thetaclasses to study various topics of higher mathematics. Thank You