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xDent09

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this rate law is hard for me please help:
concentrationof A conc of B rate
1 1*10^10-2 3*10^-3 2*10^-3
2 1*10^-2 6*10^-3 8*10^-3
3 2*10^-2 1.2*10^-2 3.2*10^-2

with kaplan I know u switch to this
concentrationof A conc of B rate
1 1 1 1
2 1 2 4
3 2 4 16

now what is the easiest way to find line 4???????
 
You are trying to find the reactant order with respect to which reactant?
 
this rate law is hard for me please help:
concentrationof A conc of B rate
1 1*10^10-2 3*10^-3 2*10^-3
2 1*10^-2 6*10^-3 8*10^-3
3 2*10^-2 1.2*10^-2 3.2*10^-2

with kaplan I know u switch to this
concentrationof A conc of B rate
1 1 1 1
2 1 2 4
3 2 4 16

now what is the easiest way to find line 4???????



The way I solved it was like this; So it's much easier to eyeball the order with respect to reactant B... (Lines 1 and 2) Hold A constant, and while B doubles, rate quadruples. This makes B 2nd order.
Now for A, (lines 1 and 3) you see that as concentration of A doubles, reaction rate increases by a factor of 16. But you don't know, yet, what the contribution of reactant B is because none of your data holds B constant. So since we now know reactant order of B (which is 2), you determine that B, which quadruples from lines 1 to 3 would increase by factor of 16 (4^2 = 16). Therefore, ALL the effect on rate was contributed to by B and you can conclude that A is 0 order (i.e. changes in concentration of A do not influence the reaction rate). Makes sense?
 
this rate law is hard for me please help:
concentrationof A conc of B rate
1 1*10^10-2 3*10^-3 2*10^-3
2 1*10^-2 6*10^-3 8*10^-3
3 2*10^-2 1.2*10^-2 3.2*10^-2

with kaplan I know u switch to this
concentrationof A conc of B rate
1 1 1 1
2 1 2 4
3 2 4 16

now what is the easiest way to find line 4???????

I do not understand the question you are asking at all can yah try and ask it a little but clearer??
 
Is this part of a study guide you paid for? If so I would remove it. I know its just a link (and thats weird since it seems to be freely available) but it is copyrighted.
 
#2

When [A] doubles you get the rate doubling as well which means [A] is to the first power.

Now look at the bottom two rows. You see that [A] doubles yet again and the rate is multiplied by 18. You know that when [A] doubles the rate doubles so really the effect of [B.] must be to multiply the rate by 9 ( [A] takes care of the other 2 and 9x2 = 18).

So when [B.] is tripled the rate goes up by 9 which is a square relationship. So [B.] gets squared.

You have [A]^1 [B.]^2 which is third order.


PS I write [B.] because the forum would mistaken it for the BOLD font without the period.
 
#2

When [A] doubles you get the rate doubling as well which means [A] is to the first power.

Now look at the bottom two rows. You see that [A] doubles yet again and the rate is multiplied by 18. You know that when [A] doubles the rate doubles so really the effect of [B.] must be to multiply the rate by 9 ( [A] takes care of the other 2 and 9x2 = 18).

So when [B.] is tripled the rate goes up by 9 which is a square relationship. So [B.] gets squared.

You have [A]^1 [B.]^2 which is third order.


PS I write [B.] because the forum would mistaken it for the BOLD font without the period.



I would have to disagree unless you're addressing another question. When conc. of A does NOT change (lines 1 to 2), the rate still quadruples; A cannot be 1st order. Additionally, when A doubles (lines 1 to 3), rate increases by factor of 16; if it were indeed 1st order, you'd expect it to increase by a factor of 4.

All the effect on rate is contributed to by reactant B.
 
wouldn't the answer to this question be C, second order? the order with respect to B would be 2nd
 
I would have to disagree unless you're addressing another question. When conc. of A does NOT change (lines 1 to 2), the rate still quadruples; A cannot be 1st order. Additionally, when A doubles (lines 1 to 3), rate increases by factor of 16; if it were indeed 1st order, you'd expect it to increase by a factor of 4.

All the effect on rate is contributed to by reactant B.

A moderator merged two threads by the OP. The second thread had a link to a PDF file with apparently a different question. Here's the post and the link to the question (#2):

sorry yeah the question was not clear, here it is please help! Also here is a full practice test for Genchem enjoy it, and the problem im looking for is number 2?http://www.kaptest.com/pdf_files/webcaf/tests/514t.pdf
 
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this rate law is hard for me please help:
concentrationof A conc of B rate
1 1*10^10-2 3*10^-3 2*10^-3
2 1*10^-2 6*10^-3 8*10^-3
3 2*10^-2 1.2*10^-2 3.2*10^-2

with kaplan I know u switch to this
concentrationof A conc of B rate
1 1 1 1
2 1 2 4
3 2 4 16

now what is the easiest way to find line 4???????

once u have switched the numbers u can see that in trial 2 when only the conc of B is doubled (2) the rate quadruples(4), there for B is second order, and from trial three u know ur doubling the con of B vs. trial 2 therefore the rate should quadruple (from 4 to 16), since the rate is 16 that means that conc of A plays no role in the rate law and there for the rate law is:
= k [A]^0 ^2 = k ^2
 
however do u come with line 4

xdent - what do you mean when you say "line 4"?

do you mean to ask how kaplan the 4th vertical line (representing rxn rates) that you entered on the first post.....

1
4
16

Not sure what you mean here.....
 
this rate law is hard for me please help:
concentrationof A conc of B rate
1 1*10^10-2 3*10^-3 2*10^-3
2 1*10^-2 6*10^-3 8*10^-3
3 2*10^-2 1.2*10^-2 3.2*10^-2

with kaplan I know u switch to this
concentrationof A conc of B rate
1 1 1 1
2 1 2 4
3 2 4 16

now what is the easiest way to find line 4???????


i am not a great with math, but sometimes these problems require a few simple calculations. it didnt take too long, less than 1 min...here is how i did it (once i found that b is 2nd order)

# A B RxnRate
1 10 3 2
2 10 6 8
3 20 12 32

Line 3 / Line 1:

32 = k*20^y*12^2
___________________

8 = k*10^y*6^2

factoring out, cancellng k, and cross multiplying gives you:

32 / 32 = 20^y / 10^y

y must therefore be 0
 
The simplest way is to find 2 lines where A stays the same and see what happens to B and what happens to the rate. If B changes and the rate stays the same then B is 0 order. If B and the rate change equally then it's 1st order. If the rate changes as a function of B^2 then B is second order (e.g. if B triples and the rate is multiplied by 9).

Once you figure out B, try to find 2 lines where B stays the same and see what happens to A and the rate. Use the same method as above.

The only tricky part is when you can't find a line like that. For example say B is 2nd order which means when B increases by some amount, the rate increases by the square of that amount. Then say each line has a different value of B so that you can't hold it constant. You just have to factor in the effect of B on the rate. If B doubles between two lines (for example) then the rate must quadruple as a result. So if the rate between two lines is multiplied by 16 (for example) and B is multiplied by 2, that means B's effect on the rate is multiplying it by 4. Since the rate was actually multiplied by 16, that means A must have the effect of multiplying the rate by 4 as well (4x4 = 16). So then look to see what A does but keep in mind that A only quadruples the rate.

I know it's confusing but go through that slowly.
 
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