Help understanding this thermodynamic problem

Started by super112
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super112

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Does the reversal cause the (1/2.0) and the reduction by half cause it to be ^(1/2)? Or vice versa?
Thanks
 
When the reaction is reversed......yes......you square root it..... same as putting it to the 1/2 power.

Since the coefficients were also halved ...you divided by two.

Hope this helps.

Dr. Romano
Wasn't it divided by 2 since we are doing it in reverse? So instead of K=2.0 you would do 1/2.0 because originally products/reactants = 2 and now the products (2) are the reactants so products/reactants became 1/2 instead? I thought halving the coefficient makes it to the power of 1/2 not the 1/2.0 part
 
Just remember: K(original) = [Product] / [Reactants]

Thus if the reaction is reversed then the original reactants become products and the original products become reactants: K(reverse) = [Reactants] / [Products]

Mathematically this these equations are the inverse of each other:

K(reverse) = 1/ K(original) ======> 1 / { [Product] / [Reactants] } ===> [Reactants] / [Products]

Say, [Product] = 5
[Reactant] = 1

Koriginal = 5/1 This equals 5...

Now for the reverse

K reverse = 1 /(5/1) ===> 1/5 The inverse of the original.


Use my values and double their concentrations and see whats happens...

Product = 5*2
Reactants = 1*2

K(double) = [10]^2 / [2]^2 == 100/4 == 25 Double the concentration equals K(original) squared! 5 squared is 25