Supremum & Infimum of Set | Point Set Topology in One Shot for CSIR NET & IIT JAM | by GP Sir
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- Опубликовано: 30 июл 2024
- Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
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⏱Time Stamp⏱
→0:00 - Introduction to video on Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→4:13 - Set & Interval | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→6:43 - Examples | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→9:14 - Upper Bound of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→9:52 - Examples | Upper Bound of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→12:51 - Lower Bound of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→12:56 - Examples | Lower Bound of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→15:05 - Supremum of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→15:18 - Examples | Supremum of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→17:47 - Infimum of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→18:09 - Examples | Infimum of Set | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→21:12 - Q 1 | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→23:20 - Q 2 | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→25:38 - Q 3 | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→29:24 - Q 4 | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→33:07 - Q 5 | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
→37:23 - Conclusion | Supremum & Infimum of Set | Point Set Topology in One Shot by GP Sir
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Thanku so much sir for one shorts rivision series😊
Very very thankful for the lecture
Great sir G
Thank you so much sir for your amezing content
Amazing sir 👍👍👍👍👍👍👍👍👍
Thanks so much sir.for make this video
Very helpful sir thanks 🙏🙏
Thnku sir
Thank you sir
Thankyou 🎉🎉🎉🎉🎉
Nice video sir🙏
Sir pls clarify my doubt for (2,7] 0 will be the lower bound right? Sir 10 will be upper bound?
Sir, but A is not interval, so it is countable???
Sir ordinary differential equations kab chlega
Sir gate ka course nahi hai
Hindi k liye ❤
Plz anyone can clear my doubt how sup of A can't exist in Q 2 in think ( 0,1]
Sir plz clear it
Yes because ham real number le skte h or 1 aur -1 lete h agar x to hame 1milta h or sab elements jo output m milenge chote honge 1se to supremum 1hona chea na
Kyunki as x tends to 0, 1/x^2 tends to infinity tho supremum exist nhi hota
Wrost lecture
Thank you sir
Thank you sir
Thank you sir
thank you sir
is this lecture part of real analysis??
this is a quick review with examples @@priyanshukamboj315