For a complex reaction `A overset(k) rarr `products
`E_(a1)=180kJ //mol e,E_(a2)=80kJ//mol ,E_(a3)=50kJ//mol`
Overall rate constant `k` is related to individual rate constant by the equation `k=((k_(1)k_(2))/(k_(3)))^(2//3)`. Activation energy `( kJ//mol )` for the overall reaction is `:`

The reaction takes place in three steps with activation energy E_(A_(1))=x (kJ)/(mol), E_(A_(2))=y(kJ)/(mol) and E_(A_(3))=z(kJ)/(mol) respectively. Overall rate constant of the reaction is k= ((k_(1)k_(2))/(k_(3)))^(1//5) .The activation energy of the reaction will be

A reaction takes place in three steps will activation energy Ea_1 = 180 kJ/mol , Ea_2 = 80 kJ/mol & Ea_3 = 50kJ/mol respectively.Overall rate constant of the reaction is k = [(k_1k_2)/k_3]^(2/3) Calculate activation energy of the reaction.

A reaction takes place in three steps with individual rate constant and activation energy, {:(,"Rate constant","Activation energy"),("Step 1",k_(1),E_(a_(1))=180kJ //"mol"),("Step2", k_(2),E_(a_(2))=180kJ //"mol"),("Step3",k_(3),E_(a_(3))=180kJ //"mol"):} oveall rate constant, k=((k_(1)k_(2))/(k_(3)))^(2//3) overall activation energy of the reaction will be :

A reaction takes place in three steps with individual rate constant and activation energy Ea1 = 180 KJ/mol Ea2 = 80 KJ/mol Ea3 = 50 KJ/mol overall rate constant k=((k_(1)k_(2))/(k_(3)))^(2//3) overall activation energy of the reaction will be

A reaction takes place in various steps. The rate constatn for first, second, third and fifth steps are k_(1),k_(2),k_(3) and k_(5) respectively The overall rate constant is given by k=(k_(2))/(k_(3))(k_(1)/(k_(5)))^(1//2) If activation energy are 40, 60, 50, and 10 kJ/mol respectively, the overall energy of activation (kJ/mol) is :

A reaction takes place in various steps. The rate constatn for first, second, third and fifth steps are k_(1),k_(2),k_(3) and k_(5) respectively The overall rate constant is given by k=(k_(2))/(k_(3))(k_(1)/(k_(5)))^(1//2) If activation energy are 40, 60, 50, and 10 kJ/mol respectively, the overall energy of activation (kJ/mol) is :

For a reaction A overset (k) rarr product, the reaction occurs as : A overset (k_1) rarr A^(**) overset (k_2) rarr B^(**) overset (k_3) rarr product The overall rate constant k is given as: k= 2k_1 (k_2/k_3)^(2//3) If E_(a1) , E_(a2) and E_(a3) are the activation energies of these steps, then what is the relation between overall activation energy E_(a) and the activation energies of these steps.