Sir, you did very great job in this topic.. I have read puri sharma pathania and Peter atkin both the books doesn't give full mathematical form of all the A, B, C equation.. Only James E house gives those equation with solving trick but not all the form.. But sir you did very simply and you did very hard work for this sir.. Thank you sir and salute to your afford and enthusiasm for teaching.. Great teacher.. Born to teached.
You explained it so beautifully. Thanku so much! I referred many books and even internet but i didn't got this derivation precise and complete and now here i am.🙏
Thank you so much sir ..you make my mind clear... I think now i can easily handle my +3 3rd sem exam in this topic ... you are such a brilliant ...a lot of thanks from Odisha 😊😊😊
Sir, I'm satyajeet nayak from odisha, I'm qualified iit jam 2020 and now pursuing msc chemistry in NIT agartala. Your teaching style and the way to explain things is really wonderful sir. Thanks you a lot sir for your hard work. 🙏🙏🙏🙏🙏🙏🙏
Thank you sooooooooooo much sir...❤️❤️❤️ ...abhi thoda dimag halka lag raha hain.... Baapre itna dhoonda books m padh achhe se mila hi nahi tha...ab samajh mein aaya ...
u are right its not a constant so basically use linear differential equations so when we differentiate we get the same thing i advise reading 12th grade ncert it should have it in differential equation chapter if u want more detailed explination - when u differentiate [B]e^k2t we will get d[B]e^k2t + k2[B]e^k2t.dt using chain rule
hello there, thanks for the lecture it's very helpful. i have a doubt. while solving for [B] we integrated both the sides, on LHS where there was d[B]/dt you took e raise to the power k2t as constant. but shouldn't it be moved to RHS and integrated along with dt as it has term t? i will looking forward for your repsonse to the question. thanks a ton 👍
u are right its not a constant so basically use linear differential equations so when we differentiate we get the same thing i advise reading 12th grade ncert it should have it in differential equation chapter if u want more detailed explination - when u differentiate [B]e^k2t we will get d[B]e^k2t + k2[B]e^k2t.dt using chain rule
Sir I think you made a mistake in 3rd equation bcoz according to this equation concentration of B will always be zero. And you can derive these expression in a single page by using first order linear differential equation.
Sir but chain reaction ka topic toh jam mai hai and uss topic ko pdhne ke liye iski info. Bhi hona zruri hai toh sir apne q bola ki ye iit jam walo ke liye nahi hai plz btado
Sir TFIR mein jo cycle equilibrium type ka questions ata he Kinetics mein....iske andar 1 parallel or 1 equilibrium ata h....uska ek video upload karo sir plz...
There's no any mistake sir. You are always correct! thank you so much for long understandable derivation.. 🙏
Etani asanise kaise sir aap padhate ho .ki jiska mathematic background nahi bhi hai usko bhi samaj mai aye... Thats great sir 😇🙏
Sir, you did very great job in this topic..
I have read puri sharma pathania and Peter atkin both the books doesn't give full mathematical form of all the A, B, C equation..
Only James E house gives those equation with solving trick but not all the form..
But sir you did very simply and you did very hard work for this sir..
Thank you sir and salute to your afford and enthusiasm for teaching..
Great teacher..
Born to teached.
I'm physics teacher. And I share your videos to my students and I also ask them to subscribe. Great work.
You explained it so beautifully. Thanku so much!
I referred many books and even internet but i didn't got this derivation precise and complete and now here i am.🙏
Thank you so much sir ..you make my mind clear... I think now i can easily handle my +3 3rd sem exam in this topic ... you are such a brilliant ...a lot of thanks from Odisha 😊😊😊
This explanation is totally brilliant i was myself struggling with the derivation ...... it's a masterpiece . thanks a lot sir
Super explanation for life science students
Superrrrrrr
Thankyou Soooo much Sir Sach mai bahut ache se btaya apne bahut ache video thi💕
Sir, I'm satyajeet nayak from odisha, I'm qualified iit jam 2020 and now pursuing msc chemistry in NIT agartala. Your teaching style and the way to explain things is really wonderful sir. Thanks you a lot sir for your hard work.
🙏🙏🙏🙏🙏🙏🙏
.tq sir
U described complete equation very easily 😀😀😀😀
It helps me lot
Thank you so much
Thank you so much ! I was looking for the derivation and you have nailed it !
Thank you brother. I'd been struggling with this derivation since a long time. ❤
Superb explanation 😌
Thank you so much Sir . It was very helpful. 😊 I appreciate your effort. 😊 I will also work hard to make this topic more simple for me. 😊
Thank you sooooooooooo much sir...❤️❤️❤️ ...abhi thoda dimag halka lag raha hain.... Baapre itna dhoonda books m padh achhe se mila hi nahi tha...ab samajh mein aaya ...
It's a masterpiece❤❤.. Thanku sir for crystal clear🥰
During the integration, how will e^k2t become constant in the integration? It should go to the RHS since there is dt right!
Sir Ur explanation is really awesome......
You are very best faculty
Subject presentation is excellent
Do you have organic notes
I need I will buy it
Thank you so much sir 🙏 ye topic puri sharma mai khuch samj nahi aa raha tha aab pura samj mai aa gaya sir thank you I am a m.sc chemistry student 😇
Mere college professor ne bhi yahi same derivation bataya lagta h woh apka video dekh kar hee aye the😅
Also at 8:29 how will e^k2t become constant in the integration...it has the variable dt on the RHS
well explained...thanks a lot
अच्छा लगा सही से समझ मे आया ❣️
Super explanation really sir👍👌👌👌👏👏👏
Everything is excellent but speed slow ho jaaye to boht acha
Great job
WHENEVER I READ SOMETING NEW IN BOOKS WHICH OUR TEACHER DIDNT TOLD US ,,,,I M DAM SURE THAT I WILL FIND ITS EXPLANATION HERE
Woooow, though I don't know Indian language but I understood the concept, thanks
Happy to knw this.
Sir , how ek2t could be constant ? If time is variable then this should be divided on RHS .
u are right its not a constant so basically use linear differential equations so when we differentiate we get the same thing i advise reading 12th grade ncert it should have it in differential equation chapter
if u want more detailed explination -
when u differentiate [B]e^k2t we will get
d[B]e^k2t + k2[B]e^k2t.dt using chain rule
@@wao8743 yeah...I have solved this type of integration that's why the question arises at my mind🙂.
Yes it is derivative and derivation will be same
Bht bdyiaaa sir👌👌👌👌👌
Thank you sir..🙏
In the final obtained equation,A⁰ is multiplied on both side then the rest of the part multiplied with A⁰ on the RHS must be equal to 1 ????
Thanku sir💯
Sir thanku soo much for this .you are amazing ...koi mistake nhi hai sir ...
It isn't for jee?Then why my coaching teacher taught this to us😕.I had some prblm with the derivation that's why I came here.
kaisa rha bro jee?
hello there, thanks for the lecture it's very helpful. i have a doubt. while solving for [B] we integrated both the sides, on LHS where there was d[B]/dt you took e raise to the power k2t as constant. but shouldn't it be moved to RHS and integrated along with dt as it has term t?
i will looking forward for your repsonse to the question. thanks a ton 👍
u are right its not a constant so basically use linear differential equations so when we differentiate we get the same thing i advise reading 12th grade ncert it should have it in differential equation chapter
if u want more detailed explination -
when u differentiate [B]e^k2t we will get
d[B]e^k2t + k2[B]e^k2t.dt using chain rule
Sir I think you made a mistake in 3rd equation bcoz according to this equation concentration of B will always be zero. And you can derive these expression in a single page by using first order linear differential equation.
you said it for masters level but our institute is teaching it in B.tech 1st year (crying emojii)
Are you doing chemical engineering?
Mine too
Sir plz polymers chemistry per video banao
This is in iit entrance syllabus
At 8.17 what if we cancel e^k2t from both sides...sir plz reply
I think you can't write [B]t*e+K2t = 0, as then [B]t =0(as exponential can't be 0). Please look into this matter sir.
bhai kis universe ka math bata raha hoooo
Thank you so much sir
From 11.39 to 13.40 slight mistake is there in this part of derivation...
Thank u
Thank u sir
Love you sir
Yours lectures are very interesting and useful. Please reply me.
thank you sharo khan
Sir please batao msc. Chemistry se krna sahi rahega kya
Mereko bhi yahi poochna tha
Many many thanks sir
Sir plzz take online classes on you tube
No body will come for paid course dear.
Sir pls suggest a book on nuclear chemistry...
8:24 sir how this could be constant if "time" is variable ,
It should go on right side and should be integrated
Correct me if am wrong 🙏
same question
are you doing bsc chem??
@@simrinahmed5436 well i got the answer, actually whole of it, is a constant , i confirmed it with my physical chemistry teacher
@@simrinahmed5436 yeah
@@riturajsinghpanwar6470 can you pls explain how?
Moost laga sir 😇
Sir plz michael mentis equation b kriyega...enzyme catalysis..NET mei ussey questions aate hain
❤❤❤❤
💕💕💕💕
Sir but chain reaction ka topic toh jam mai hai and uss topic ko pdhne ke liye iski info. Bhi hona zruri hai toh sir apne q bola ki ye iit jam walo ke liye nahi hai plz btado
Thanku sir.
Sir jam me he yh is bar
God of chemistry ❤️
Jee mains me bhi puchhta hai ye
😱
Sir last me agar (A)o = (A)o.......
He to derivation equals to 1 ho ga na...
Sir yeh net point of view se kitna important hai?
Sir is it for advance or not
Sir zara slow explain kro
nice sir
Sir this derivation Hrishikesh Chatterjee ma available ha...
i have nt read tht book
BEUTIFUL SIR THANK U SO MUCH SIR 3 YEARS SE MUJE AAJ SAMJA YE EQUATION
Sir TFIR mein jo cycle equilibrium type ka questions ata he Kinetics mein....iske andar 1 parallel or 1 equilibrium ata h....uska ek video upload karo sir plz...
Aaega time se is week me aaega.
@@chemistryuntold thank u sir..
Derivation from 7:45 is completely wrong and you were all fools(not arrogant though)
Isn't it so long ....🥺🥺
Yours lectures are very interesting and useful. Please reply me.