The only problem is that by replacing the variables A and B with x you must assume that both a and B have decreased by the same amount which would work only for equations where the reactants A and B have the same coefficient.
Sir maybe you forgot to explain from where did ln(a/b) came into the reaction. It came from the "c" which we will get after integration that is "kt+c" and from here the value of "c" is calculated by putting t=0 and x=0 i.e the value of "c" in the "kt+c" corresponds to the initial concentration when time was equal to 0.
Hello, before I watched your video I consulted other sources (eg, chemwiki.ucdavis.edu/Physical_Chemistry/Kinetics/Reaction_Rates/Second-Order_Reactions) wherein the integration of 1/(a-x)(b-x) = (1/b-a)(ln(1/a-x)-ln(1/b-x)). I have also consulted a table of integrals and it agrees with what is shown in the books. Can you explain to me why you get (1/a-b)(ln(1/a-x)-ln(1/b-x))? Thank you!
In this video integration of 1/(a-x)(b-x) = [1/(a-b)](ln(a-x)-ln(b-x)) not "(1/a-b)(ln(1/a-x)-ln(1/b-x))". And [1/(a-b)](ln(a-x)-ln(b-x)) = [1/(b-a)]{ln[1/(a-x)]-ln[1/(b-x)]} so derivation is OK
thanks and awesome explanation,integration of partial fraction was very diffcult ,you made it very easy
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The only problem is that by replacing the variables A and B with x you must assume that both a and B have decreased by the same amount which would work only for equations where the reactants A and B have the same coefficient.
Thanks for watching
4. Find the differential equation for bimolecular reaction: A + B -> P sir iska solution mil skta h
Sir maybe you forgot to explain from where did ln(a/b) came into the reaction. It came from the "c" which we will get after integration that is "kt+c" and from here the value of "c" is calculated by putting t=0 and x=0 i.e the value of "c" in the "kt+c" corresponds to the initial concentration when time was equal to 0.
You may like this video on alkene: ruclips.net/video/MWOy19e4kxE/видео.html
Best lecture on whole of you tube. Please continue posting new videos.
Thanks for watching
Excellent sir
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Hello, before I watched your video I consulted other sources (eg, chemwiki.ucdavis.edu/Physical_Chemistry/Kinetics/Reaction_Rates/Second-Order_Reactions) wherein the integration of 1/(a-x)(b-x) = (1/b-a)(ln(1/a-x)-ln(1/b-x)). I have also consulted a table of integrals and it agrees with what is shown in the books. Can you explain to me why you get (1/a-b)(ln(1/a-x)-ln(1/b-x))? Thank you!
In this video integration of 1/(a-x)(b-x) = [1/(a-b)](ln(a-x)-ln(b-x)) not "(1/a-b)(ln(1/a-x)-ln(1/b-x))". And [1/(a-b)](ln(a-x)-ln(b-x)) = [1/(b-a)]{ln[1/(a-x)]-ln[1/(b-x)]} so derivation is OK
Good explanation
please,give some problems with solutions related with it
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Thaaaaaaaaaaaaaaanks sir you are my hero
Superb explanation 😊
Please to share with your friends as well
How we identify that term as partial fractioms,how u know tell me.
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But what if the order with respect to A and B are 3/2and1/2 or anything else (that sums into 2), instead of 1 and 1??
steps can be repeated.
thank you for this video .... explanation is best
good explanation, dude
Really awesome.Easy & clear cut explaination.Continue it sir.
Thanks.
Great lecture,sir.....😍😍😍
If you find it useful please don't forget to share with others, so that they can also get benefit of it
sir how can we write the relationship of k and initial concentration of the reactants
use rate, k and concentration.
Good lecture👍
Thanks for the video, it was really helpful!
Thanks
it seems your explanation is very good, but unfortunately i can't speak English😭
Thanks
sir what about b>a
In that case a will be b and b will be a. That is one will be greater than other.
@@GuruprakashAcademy thanks sir and if a = b, in which step we need to change a with b
nice
Thank you..
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Thank you!
You're welcome!
I love your voice
omar edrees 😄😄😄