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Searching for Group Theory Notes for B.SC 2nd Year Mathematics?

Then you are in right place. This post contains notes, previous year’s papers and important theorems of Group Theory.

In Group Theory, Theorems are most important for exams. But which theorems to study? There are plenty of theorems in Group Theory which usually make students a bit confused about the most important ones.

The best thing we can do is to check out past year papers of Group Theory and study only those theorems which are asked in exams. This is a best way of preparation, but at the last moment this is a little time consuming process. But don’t worry, I have made things easy for you.

Below in this post, apart from Notes and Papers, I have provided list of all important theorems of Group Theory. And I am pretty assured that almost 90-95% of theorems will be asked from these only.

Before jumping to the PDFs, let’s see important topics for Group Theory that you have to study for exams.

Group Theory Important Topics : Cyclic Group, Subgroups, Permutation Group, Homomorphism and Isomorphism, Normal Subgroup

P.S. – Thoroughly practice proof of Lagrange Theorem. This theorem is highly important for exams. Be my words.

Download Group Theory Notes for B.SC 2nd Year Maths

Below I have provided Handwritten Notes of Group Theory for B.SC 2nd Year. Click on the download button below to get the pdf of the notes.

Normal Subgroup Notes-

Homomorphism and Isomorphism Notes-

Subgroups Notes-

Permutation Group Notes-

If you would like to watch the video of Important topics and chapters of Group Theory, then I have provided the link below for it.

Download List of Important Theorems for Group Theory

The list of important theorems given below in the PDF are the most expected theorems that can be asked in B.SC exams.

Download PDF by clicking on the link below-

If you wish you can watch the video for the same-

Download Previous Year Papers (PDF) of Group Theory for B.SC 2nd Year

Get Group Theory past year papers of 2021, 2018 and 2017 for B.SC 2nd Year Mathematics from below links-

Group Theory 2021 Paper –

Group Theory 2018 Paper –

Group Theory 2017 Paper –

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