00:09
For the given reaction, we have 2 clo2, aqueous plus 2oh minus for the clo3 minus and clo2 minus and h2l.
00:37
For part a, for us to use the given information and determine the rate law.
00:45
So the rate is equal to a, which is a constant, clo2 over oh minus y.
01:05
So to calculate x, the rate 1 over rate 2, which is equal to k .060 over k .30 -0 .30.
01:44
0 .30y, k would cancel, and we would find that the rate here, this would be equal to 0 .0248 over 0 .00276.
02:06
And so this would yield 0 .060x over 0 .020x, 0 .0248 over 0 .00276.
02:25
6, 3, x is equal to 8 .98.
02:32
If we take the log of both sides, let's be x log 3 over or equals to log 8 .98, divided by log 3, and we find that equal to 2.
02:53
Now let's solve for y.
02:58
We'll go rate 3 over rate 2.
03:03
2.
03:04
This is equal to k .020x, 0 .090, y over k, 020x, 0302 .030y.
03:28
This would be equal to 0 .00828 over 0 .076...