Relation between Statistical Mechanics and Thermodynamics Derivation | Entropy and Probability.

[@mathOgenius]

I hope this Helps

[@Zyro-sd]

Thanks for the video

[@farrela6710]

Wow, this video has a very clear explanation, thank you!

[@mathOgenius]

Thank you so much ! 😁😁😁🥳🥳 gonna upload more statistical mechanics

[@spacer6176]

In 4.53, how can the expressions on the right-hand side be equal? In the first case f (Dash) is derivate w.r.t Omega1 but in the second case, f (Dash) is derivative w.r.t omega2. So the two f (Dashes) are not the same. Please explain. Thanks.

[@omnipotentpotato2436]

Equality holds only if the two expressions (right and left handside) are constant. If the expressions weren't constant, then you could vary one variable and change the value of that expression while keeping the other expression constant, this of course breaks the equality. You probably already know this since you posted comment 2 years ago haha but anyways someone might read this.

[@spacer6176]

@@omnipotentpotato2436 thank you! that makes sense haha. i never did figure it out actually - ive spent many sleepless nights thinking about it.

[@rohitdutta7625]

Thank you so much Sir.🙏 This is the best explanation.

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[@silverspin]

great video 🎉

[@amtulqadeer2594]

Wow. Very nice ..Well explained,❤️❤️

[@souravchatterjee146]

Excellent video

[@mathOgenius]

thanks please share 😁

[@thermrm]

Thank you sooooooo much

[@chiranjibimahapatra708]

Cool bro ....

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[@sampathivishwadarshini9119]

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[@athulyasj8004]

Good

[@mathOgenius]

Thanks

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