Csir Net June 2022 I Solution of Real Analysis Q.Id.398 I In Hin-Eng I Math I Part-C I Easy Concept

In this video, I will share Solution of a Csir Net June 2021 question with Id.398 of Real Analysis Part-C with Full Concept in Hindi-English.
For concept of Compact sets, watch:    • Understanding Compact Sets I Full Open Cov...  
For concept of continuity on discreate set, watch:    • Open, Closed & Continuity on a Discreate s...  

This solution is explained in detail with videos for each concept asked in the question so that you can do other questions yourself in future. If you are struggling to understand the concepts covered in the CSIR NET Exam, then this solution is for you. Here a subset X of R^5 is given. We need to check whether every function on it is continuous or not. We also need to verify it's converse. Next we will find the answer of if X is infinite and compact, then can it be uncountable?. Finally we will see that if X is connected and has at least two element, then X is uncountable.

This solution will help you to understand the concepts metric space and topology in the video from real analysis point of view, making it easier for you to understand and remember. So don't miss out and check it out!