Integrated Rate Law: Second Order Reaction
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- Опубликовано: 11 фев 2014
- A second order reaction has integrated rate law
1/{A] = -kt + 1/[A]0
And so a graph with 1/[A] on the y-axis and time on the x-axis will give a line with a slope of -k and a y-intercept of 1/[A]0
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Very helpful and loved the evil laugh at 3.17
Cool video. so it's negative at the beginning because it disappears, if it was the opposite for some reason it would be positive rate of change, correct?
LOVE THIS OMG I AM SUBSCRIBING. I am at uni studying chemistry and I did a level maths, but integration was never my strong suit. This guy is really funny! My sense of humour. Plus, it was explained really well :)
Ask me stuff if you ever have trouble !
thanks..but how i can using conversion in this subject??
But it is for 1 reactant involved in 2nd order ..when 2 reactant involved ?
Thank you, it was really helpful 🙏🏻
Why is rate not equal to (-dA ÷dT)×(1÷2)?
it was very helpful
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great video guide, thanks
Sir , just a clarification where does negative sign come from after integration of the equation :-1/[A] .
sir, why didn't you take two products in consideration while finding the equation of the second order rate law?
shhh ...no one else below noticed that! ... just for you: in the end there is a '2' missing next to the 'K'
The result would be similar
Canadian?
my teacher thank you
but after integration where is ln because the first order after you reach integration you change ln
I wish you to answer this question my teacher?!!!!
Perfect explanation
thanks it was really very helpfull
This is an example for A+A = P..... what about A+B = P?
This is very higher level equation. Don't worry about that for now.
What happened to the [A] left aside
does it depend on the initial concentration? for example if the reaction started out like 2A --> product
then rate becomes -1/2 dA/dt
The coefficient does not matter for Rate law. So the answer is NO
Thanks so much!
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It was a very good video.
sir please help me to solve for 1.5 order
do it for different initial concentration
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Thanks sir
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Oh my god, do not write 't' that way, it looks like a plus.
lol...true
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my teacher thank you
but after integration where is ln because the first order after you reach integration you change ln
I wish you to answer this question my teacher?!!!!
thanks
my teacher thank you
but after integration where is ln because the first order after you reach integration you change ln
I wish you to answer this question my teacher?!!!!