A/M | 0.20 | 0.20 | 0.40 |
B/M | 0.30 | 0.10 | 0.05 |
Answer:
From experiment
I and II, keeping conc. of A constant and that of B is reduced to one third,
rate remains the same. This means
r = k [B]0 ?..
(i)
Now let the rate
equation is
r = k [A]x
[B]y ... (2)
From expt. II
5.07 07 x 10?5
= k [0.20]x [0.10]y ...(3)
From expt. III
1.43 x 10?4
= k [0.40]x [0.05]y ...(4)
Divide (4) by
(3)
2.85 = 2x
× [0.5]y
Put y = 0 [from
eqn. (1)]
2x
= 2.8 or 2x = (2)3/2
i.e., x =
Hence, the rate
equation is r = k [A]3/2 [B]0
Experiment I
Experiment II
Experiment III
A/M
0.20
0.20
0.40
B/M
0.30
0.10
0.05
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