Average Reaction Rates Homework: Δ[A]/aΔt = Δ[ B]/bΔt

AI Thread Summary
The discussion revolves around understanding the reaction rate equation Δ[A]/aΔt = Δ[B]/bΔt in the context of a homework problem. Participants express confusion about calculating the rates of change for reactants and products, specifically regarding the values obtained for parts A and B. The calculations involve dividing the given rate, 7.8E-4, by the stoichiometric coefficients, leading to uncertainty about the correct approach. Clarification is provided that the rate of consumption for H+ can be determined based on the production rate of I3-, emphasizing the stoichiometric relationship in the reaction. Ultimately, the focus is on accurately applying the reaction rate principles to solve the homework problem.
Not a Wrench
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Homework Statement


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Homework Equations


Δ[A]/aΔt = Δ[ B]/bΔt

The Attempt at a Solution


Δ[ I]/3Δt = Δ[H]/2Δt = 7.8E-4. What exactly am I supposed to do for this?
 
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Not a Wrench said:
Δ/3Δt = Δ[H]/2Δt = 7.8E-4
I don't understand what you calculate here, and the number you get there (which is not the answer) doesn't agree with the number you put into the form (which is also not the answer).

Part B works in the same way as part A.
 
mfb said:
I don't understand what you calculate here, and the number you get there (which is not the answer) doesn't agree with the number you put into the form (which is also not the answer).

Part B works in the same way as part A.
What I did in part A was divide 7.8E-4 by 3. However I am unsure what this is fundamentally doing apparently as I can not understand how to get part B. Do I divide 7.8E-4 by 2?
 
Not a Wrench said:
Δ[ I]/3Δt = Δ[H]/2Δt = 7.8E-4.
That is not true. -Δ[I-]/Δt = 7.8e-4 M/s (don't forget the units), as you were told. Given this, how would you apply Δ[ I-]/3Δt = Δ[H+]/2Δt to answer the question?
 
You know ##I_3^-## is produced at 2.6*10-4 M/s. For every molecule of ##I_3^-## produced, two atoms of ##H^+## are used.
What is the rate of ##H^+## consumption?
 
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