I know how to derive integrated rate law from differentiated rate law.
However, the integrated rate law present always take the example of
R -> P (where R is the reactant and P is the product)
How about those reaction
2R -> P
Do the integrated law change correspondingly or just the same one??
In my opinion, it should be different since the rate k(take zeroth order as example)
k = -1/2 d[R]/dt
instead of
k = - d[R]/dt
I am not sure about this because lots of place in the internet or the textbook presenting only the [R]=[R]o - kt(zeroth order as example).
Thanks.