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### Comparing Experimental Data

Posted: **Sun Mar 01, 2020 9:20 pm**

by **AGaeta_2C**

On Friday, Professor Lavelle went over the strategy for finding the overall reaction order by comparing experimental data provided in the question. On the slide it said:

(RATE 2/RATE 1) = 2 = 2.0^{m} therefore m=1

I understand why m would equal 1 but I'm struggling to see where the expression 2.0^{m} came from... Can anyone help? Thank you!

### Re: Comparing Experimental Data

Posted: **Sun Mar 01, 2020 9:23 pm**

by **Kate Osborne 1H**

the concentration doubled for one of the reactants and the rate doubled so to find the order you use the equation: change in rate = change in concentration ^ order where you are solving for the order

### Re: Comparing Experimental Data

Posted: **Wed Mar 04, 2020 8:53 pm**

by **BNgo_2L**

2.0^m comes from [rate 2's R]^m/[rate 1's R]^m after cancelling out all the constants --> ([rate 2's R]/[rate 1's R])^m = 2.0^m

### Re: Comparing Experimental Data

Posted: **Thu Mar 05, 2020 4:36 pm**

by **gabbymaraziti**

We created a ratio of concentration 2/concentration 1, both of which were raised to the power of m. 2.0 was the value of that ratio (2.0^m). The ratio of the actual rates was also 2, so m must be 1.