ANSWER
Three initial rate s are given, lets label them as Rate 1 Rate 2 and Rate 3
Rate 1 = 2 X 104 M/s = k [N2]n[H2]m
n and m are orders w.r.t Nitrogen and hydrogen respectively .
2 X 104 M/s = k [0.15]n[0.37]m =======1)
Similarly
Rate 3 = 3.9 X 105 M/s = k [0.66]n[0.37]m =========2)
divide (2) by (1)
3.9 X 105 M/s / 2 X 104 M/s = k [0.66]n[0.37]m / k [0.15]n[0.37]m
19.5 = [0.66 / 0.15]n = [4.4]n
It implies n = 2
Hence order w.r.t. N2 is 2
Again
Rate 2 = 2.4 X 103 M/s = k [0.15]n[0.045]m =======3)
Divide (1) by (3)
2 X 104 M/s / 2.4 X 103 M/s = k [0.15]n[0.37]m / k [0.15]n[0.045]m
8.3 = [0.37 / 0.045]m = [8.3]m
It implies m = 1
Hence order w.r.t H2 is 1So the rate equation is
Rate = k [N2]2 [H2]1
Rate constant:
Consider rate 1
2 X 104 M/s = k [0.15]2[0.37]1
K = 2 X 104 M/s / [0.15]2[0.37]1 = 2.4 X 106 L3 M-2 s-1
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