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Group Theory| Lecture 58| Klein 4 group| Examples| Part 1| Theta Classes
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From this lecture we are going to start special group and in this we will first discuss about Klein 4 group. So first we will see what is K4 group and after that we will form the composition table of K4 group and with the help of that we will see that Klein 4 group is abelian.
After that we will understand Klein 4 group with the help of example and I am sharing a link of lecture in which I had taught a theorem which states that
If every element of a group is self inverse that that group is abelain
In case if any student has any doubt regarding this lecture do mention it in comment section.
Keep connected with @thetaclasses to study various topics of higher mathematics.
Thank You.
After that we will understand Klein 4 group with the help of example and I am sharing a link of lecture in which I had taught a theorem which states that
If every element of a group is self inverse that that group is abelain
In case if any student has any doubt regarding this lecture do mention it in comment section.
Keep connected with @thetaclasses to study various topics of higher mathematics.
Thank You.
Group Theory| Lecture 58| Klein 4 group| Examples| Part 1| Theta Classes
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