Hi. I'm in General Chemistry as a freshman in college. I'm having some trouble transitioning between kinetics and equilibria.
So, when we were doing rate laws:
rate = k[A]
xI was told about a thousand times that when you have a chemical reaction, you DO NOT KNOW the rate-order just by looking at the reaction. You have to deduce a reaction mechanism and use the rate-limiting step's rate law for the overall rate-law. Or you can run experiments (change concentration, measure initial rate, find ratio, etc.) to get the raw law. Got that part.
Now we're doing equilibrium problems. Now the law of mass action (products/reactants and each concentration IS RAISED to it's stoichiometric coefficient) seems to throw all that out the window. You can look at a chemical reaction and get this equilibrium equation, which uses the the coefficients as the powers. Forget about rate-limiting steps, reaction mechanisms, whatever.
I understand how K
c is a ratio between rates (forward-rate/reverse-rate) and that an equilibrium reaction just tells me which is favored (product or reactant), but it DOES NOT tell me anything about how fast the reaction will actually go right?
rate=k[A]
xIn the equation above, k is DIRECTLY proportional to rate. Higher k, higher rate. But now a ratio between rates isn't a rate?
I'm pretty confused. For some reason, my head can't wrap around this new "law of mass action". My Chemistry book (Chang, 10th ed.) actually has a whole section which explains it. It boils down to one sentence:
"Regardless of whether a reaction occurs via single-step or a multistep mechanism, we can write the equilibrium constant expression according to the law of mass action..."
Why are we now allowed to raise concentrations to the coefficients? Overall: what does this mean in a equilibrium constant expression? What does raising the powers actually do? In rate-laws, the powers told how many of each molecule/atom/whatever was needed in the rate-limiting step. What does it mean here?
Thanks...
~Ibrahim~