Рет қаралды 3,169
Generator of a group || Cyclic group || Uttarakhand ASO || gate mathematics
Let G be a group. If there exists an element aꜪ G such that every element id expressible as b=an for some integer n, then G is a cyclic group, and the element a is called a generator of the cyclic group G.
Trigonometry Part I:
• Trigonometry MCQ Serie...
Trigonometry Part II:
• Trigonometry MCQ Serie...
Part I: ESO Mains Paper solution :
• Uttarakhand Economic a...
Part II:
• Uttarakhand ESO || Pre...
Part III
• Part III Uttarakhand E...
Please share this video to those it could help!
Subscribe, like and comment to support this channel and more content like this.
All videos are for only Educational use. And We are posting videos for Educational Purpose
#poonamnegi #UttarakhandASO #GroupTheory #Generator #GateMathematics #algebra