A reaction `3X rarr 2Y+Z` procees in a closed vessel. The rate of disappearance of X is found to be 0.072 mol `L^(-1)s^(-1)`. Calculate the rate of appearance of Y.

A reaction, 3X rarr 2Y+Z proceeds in a closed vessel. The rate of disappearance of X, -Delta [X]// Delta t is found to be 0.072 mol L^(-1) s^(-1) . Calculate : (Delta [Y])/(Delta t) and (Delta [Z])/ (Delta t)

For an elementary reaction : 2A + B rarr 3C the rate of appearance of C at time ‘t’ is 1.3 xx 10^(-4) mol l^(-1)s^(-1) . Calculate at this time : rate of disappearance of A.

For the reaction, N_2+3H_2 rarr 2NH_3 the rate of reaction measured as (Delta [NH_3])/(Delta t) was found to be 2.4 xx 10^-4 mol L^(-1) s^(-1) . Calculate the rate of reaction expressed in terms of (i) N_2 and (ii) H_2 .

The rate of a reaction 2A+B rarr A_2B . has rate law : rate = k [A]^2 with the rate constant equal to 0.50 mol^(-1)" L sec"^(-1) . Calculate the rate of reaction when (i) [A] = 0.60 mol L^(-1) , [B] =-0.05 mol L^(-1) and (ii) When concentration of A and B have been reduced to 1/4 th

For the reaction : 2N_2O_5 rarr 4NO_2+O_2 the rate of reaction measured as (Delta [NO_2])/(Delta t) was found to be 1 xx 10^-3 mol L^(-1) s^(-1) . Calculate rate of reaction expressed in terms of N_2O_5 .

For the reaction : 2N_2O_5 rarr 4NO_2+O_2 the rate of reaction measured as (Delta[NO_2])/(Deltat) was found to be 4 xx 10^(-3)" mol L"^(-1) is s^(-1) . Calculate the rate of reaction, expressed in terms of N_2O_5