A Closed and Bounded subset of a Metric Space need not be Compact |L30| Compactness @ Ranjan Khatu

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A Closed and Bounded subset of a Metric Space need not be Compact |L30| Compactness @ Ranjan Khatu
#non Compact set
#example
#closed #bounded

Check the following Playlists on the Topics
1. Line Integrals
2. Calculus- Unit 1
3. Complex Analysis
4. Series
5. Triple Integration

6. Metric Spaces
7. Double Integration

8. Applications of Laplace Transforms
9. Laplace Transforms

10. Indefinite and Improper Integrals

11. Riemann Integration
12. Limits and Continuity
13. Basic Complex Analysis

14. Continuous Functions
15. Function

16. Beta and Gamma Functions
17. IIT JAM | Double and Triple Integration
18. Surface Integrals
19. Compact Metric Space
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Nice explaination which I had never seen before

mathsrelated
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My doubt is suppose we wish to prove any set is compact X contained in union on finite sub cover but you written as [0, 1] union of open sets i.e [0, 1] = U{xi}

SRajagopalrajagopal
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Sar Aapko Hindi nahin aati kya please Hindi mein video bnao

divyeshjain