Any interval of positive length is uncountable | Proof of (0,1) is uncountable | Uncountable Set
Автор: CP Maths World
Загружено: 2023-06-16
Просмотров: 10155
In this video,I discussed about cardinality of a set and cardinal number of a set.We will use cardinal number to find a set is countable or not.
I also explained this with several important examples.
In next video,i will discuss about countable and uncountable of a set.
Real Analysis is a major chapter in NET ,JAM And various Msc entrance examinations.So I will upload all video of real analysis daily one video.
Also Watch :
Cardinality Video Part 01
Real Analysis (CSIR NET,IIT JAM): • Real Analysis (CSIR NET,IIT JAM)
Compact Set
• Compact Set - Compactness| Heine Borel The...
In this video::
Interval of positive length is uncountable
Prove that interval is uncountable
Prove that (0,1) is uncountable
Cardinality of a set
What is cardinal number?
Cardinal number of set of natural number
cardinal number of set of real numbers
cardinal number of a set
Arithmetic of cardinal number
aleph naught cardinal number
countablity of a set
countable set by cardinal number
#realanalysis #csirnetmaths #Cardinality#mathematics #cardinal #countable #uncountable #bscmaths #mscmaths #theorem #netjrfmaths#ugc_net
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![[ 0,1] is uncountable | Closed interval [0,1] is uncountable set](https://image.4k-video.ru/id-video/YCNMHAHxG0A)
