" Elementary reaction,"2A+B rarr C+D" the "

For the elementary reaction, A+2B rarr C , the rate law will be equal to :-

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 an elementary reaction 2A+B rarr A_(2)B if the volume of vessel is quickly reduced to half of it's original volume then rate of reaction will :

For an elementary reaction 2A+B rarr A_(2)B if the volume of vessel is quickly reduced to half of it's original volume then rate of reaction will :

For a Hypothetical elementary reaction A+B rarr P ,the rate is given is Rate=K . [A]^(2) .[B] .Then A) Rate of reaction increased by "8" times if [A] and [B] are doubled B) Order of reaction is equal to 3 C) Unit of "K" is mol^(-2)lit^(2)t^(-1) D) Order w.r.to B is zero

For a Hypothetical elementary reaction A+B rarr P the rate is given is Rate = K*[A]^(2)*[B] .Then (A) Rate of reaction increased by 8 times if [A] and [B] are doubled (B) Order of reaction is equal to 3 (C) Unit of "K" is mol^(-2)lit^(2)t^(-1) (D) order with respect to B is zero

For an elementary reaction 2A+B rarr A_(2)B if the volume of vessel is quickly reduced to half of it's original volume then rate of reaction will : a) remain unchanged b) increase four times c) increase eight times d) decrease eight times

If the concentration of the reactants in the elementary reaction 2A + B to C + D is increased three folds, the rate of the reaction will be increased by: