Mod-01 Lec-04 Postulates - Part1

[@shivanshutewari3682]

awesome lecture. If all college teachers teach like this. Then innovation level in india will be infinity.

[@abhishek3503]

There are many teachers are good concept but they are jobless they join coaching center 😔 And other part many teachers join college they have nothing concept its a very sad part of education system 😔

[@arnabrooj8678]

@@abhishek3503 yaar... true yaar... I also have very fear what will be my destination in future 🥺

[@niranjanr8075]

Do remember he’s from IISc a research institute. So yeah

[@priyankabansal9980]

aftr watchng ur lectures ..i found that how intrstng and easy the quantum mechanics is ....hats off to you sir....the way u r Teachng is outstanding..!!!!.thankyou so much sir...

[@sorakayalathripati9849]

A big thank you to Prof. K.L. Sebastian, Really more useful to us

[@TETRAHEDRONCHEMISTRYCLASSES]

Superb approach sir, really very lucid and understandable to non mathematical students.....🙏🙏🙏

[@amitranjan123]

nice one lecture series of quantum chemistry....till

[@mohitkumar-cu5kk]

BHUT BADIYA SIR ........................................................................

[@anushkaraj2259]

I am understanding all your lectures.

[@sp-iv9xm]

6:06

[@AshishKumar-cb4gh]

Sir aap Kya gazab padhate hai 🙂🙂🙂

[@pinkymalik6773]

thank u sir , really a nice lecture ...i clear all my basic from here...

[@sandeepkumaryadav5354]

Thank you very much to provide this knowledge

[@munishkumar387]

ek number sir😊

[@saurabhanand5531]

thanks sir for such a wonderful video

[@poojapoonia220]

What do u mean by probability equals to 10 or some number more then 1???

[@jacobvandijk6525]

The integral of psi* . psi . dx can be any number. If it's different from 1, then you have to divide psi (and therefore psi*) by 1/sqrt of that number. After that psi is normalized = the integral is 1 (because the probability has to be 1, integrating over all space).

[@AMITKUMAR-nf8in]

sir does Probability density has the dimensions inverse to that of the Volume ?

[@klsebastian4531]

Yes, that is why it is called density!

[@AMITKUMAR-nf8in]

thanks sir.

[@Allahkirahmat-r1y]

Very informative

[@ms.shobhnaupadhyaya2897]

Really , very nice

[@reetutyagi8962]

superly amazing sir

[@Bairagi_kanwal]

very nice lecture

[@saikumarsaikumar8414]

Why we have to normalize a function

[@satyasanatanmusic]

So that probability will became 1