(b) rate = k [A][B]2
rate1 = k [0.1]n[0.1]m ……………(1)
rate2 = k [0.2]n[0.1]m …………(2)
Dividing Eq.(2) by Eq.(1)
\(\frac{2x}{x}\) = 2n
∴ n = 1
ate3 = k [0.1]n[0.2]m ……………(1)
rate4 = k [0.2]n[0.2]m …………(2)
Dividing Eq.(4) by Eq.(2)
\(\frac{8}{2}\) = 2m
∴m = 1
∴ rate = k [A]1[B]2