Change in concentration vs. reaction rate

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The discussion centers on the relationship between the rate of a chemical reaction and the concentration of a reactant, specifically questioning why the rate of change of concentration, represented as d[C]/dt, does not equal k[C] in all cases. The conversation highlights that this equation typically applies to unimolecular reactions, where a single species is involved. In more complex reactions, such as bimolecular reactions, multiple species interact, necessitating a broader analysis beyond just one concentration. The rate constant k varies depending on the reaction type, and its units adjust accordingly. Additionally, it is noted that while the reaction rate can be expressed as the change in concentration over time, it is more accurately related to chemical activity rather than mere concentration.
gfd43tg
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Hello,

I am wondering, why is it that

##\frac {d[C]}{dt} \ne k[C]## in general, where ##C## is a chemical species, and the product ##k[C]## is the reaction rate, ##r##. ##r_{c} = k[C]##

My thoughts is that because the units aren't necessarily the same, therefore they can't be the same. But I was wondering about a more physical explanation.
 
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What you're describing is a unimolecular reaction. If you have a reaction that is more than just one thing changing on its own, you have at least a bimolecular reaction and you can't talk about it just in terms of a single concentration.

The units of the rate constant are whatever they have to be for whatever type of reaction you have. You'll learn all about this in P-chem.
 
What do the square brackets stand for, exactly?
 
Concentration of the species
 
You have to be careful, here. The velocity of the reaction may in deed be formulated as the change of the concentration of a species with time. However, even in unimolecular reactions, the expression on the right hand side depends rather on the chemical activity than on concentration.
 
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