Quick question on iodination of acetone.

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The discussion centers on the iodination of acetone using a reaction involving acetone (4M), iodine (0.0050M), and hydrochloric acid (HCl, 1.0M). The reaction is characterized as a second-order reaction with respect to acetone and H+, and zero-order with respect to iodine (I2). The low concentration of iodine is attributed to economic considerations and health hazards due to its toxicity, as well as its negligible effect on the reaction rate. Monitoring the loss of yellow iodine color provides insight into the reaction's progress, emphasizing the importance of iodine concentration for accurate kinetic measurements.

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Alex48674
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In class today we did a lab with acetone (4M), iodine (.0050M), and HCl (1.0M). The lab was one kinetics and on determining the rate constant, rates, and orders. Which I've done fine, but I'm stuck on this question: Why is the concentration of I2 so much less then the other reactants?

Any help would be appreciated, and it's due tomorow =]

Btw

Rate=2.1 (Ms)^(-1) x 10^(-5) x (Acet) x (H+)

Second order reaction.

First order with respect to Acet and H+, zero order with respect to I2

Just to prove I've done the work =]
 
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the rate of reaction is already slow because of the acetone and H+ reacting. if you use low concentrations of them, the reaction would be even slower.

and since iodine is zero order, using a very low concentration does not affect the rate. probably you have been given low concentration because of economic reasons or maybe to reduce health hazards when pipetting iodine, because it is toxic.
 
Ahhh thanks, that makes sense.
 
You followed the rate of reaction by monitoring the loss of yellow (iodine) color in solution. Concentrated solutions of iodine would not likely give you linearity with respect to concentration (Beer's law).
 
i guess this makes more sense!
 
Iodine is the main determinant in the reaction. So, the reaction will continue until it's gone. Therefore, increasing the concentration of Iodine would cause the reaction to go on much longer and usually a reaction that only takes a few minutes gives you much easier and more accurate numbers to deal with.
 

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