From the rate expression for the following reactions determine the order of reaction and the dimensions of the rate constant. `C_2H_5CI_((g))rarrC_2H_(2(g)`+ `HCI(g)` Rate = K`[C_2H_5CI]`

From the rate expression for the following reaction determine the order of reaction and dimensions of the rate constant. 3NO(g)rarrN_2O(g)+NO_2(g) ,Rate= K[NO]^2 .

From the rate expression for the following reactions determine the order of reaction and the dimensions of the rate constant. H_2O_(2(aq))+3I_(aq)+2H^+_(aq)rarr 2H_2O_(R)+ I_3 Rate =K[H_2O_2] [I^-]

Justify the following reaction is redox reaction 4NH_3(g) + 5O_2 (g) to 4NO (g) + 6H_2O (g)

Assign the order of the following reaction. H_(2(g)+CI_(2(g) overset (rarr)(hv)2HCI_(g) .

For the reaction 3NO(g)toNO_2(g)+NO(g) ,Rate= k[NO]^2 .Determine the dimension of k in the above reaction.

For the reaction 3NO(g)toNO_2(g)+NO(g) ,Rate= k[NO]^2 .What is the order of the reaction?

Name the following reactions: C_6H_14rarrC_4H_8+C_2H_6

Justify that the following reaction is a redox reaction H_2S_(g) + Cl_(2(g)) rarr 2HCl_(g) + S_(s)

The temperature dependence of the rate of a chemical reaction can be accurately explained by Arrhenius equation. With the help of Arrhenius equation, calculate the rate constant for the first order reaction C_2H_5I(g)toC_2H_(4(g))+HI_((G))at700K .Energy of activation (Ea)for the reaction is 209kjmol_(-1) and rate constant at 600K is 1.60xx10^(-5)s^(-1) [Universal gas constant R= 8.314JK^(-1)mol^(-1)]