In the reaction , `A+2Bto6C+2D`, if the initial rate `-(d[A])/(dt)` at t= 0 is `2.6xx10^(-2)Msec^(-1)`, what will be the value of `-(d[B])/(dt)` at t=0?

In the reaction, A + 2B to 6C + 2D , if the initial rate -(d[A])/(dt) at t = 0 is 2.6 xx 10^(-2) m sec^(-1) , what will be the value of -(d[B])/(dt)" at " t = 0 ?

In the reaction A +2B rarr C +2O the initial rate (-d[A])/(dt) at t=0 was found to the 2.6 xx 10^(-2) "M sec"^(-1) . What is the value of (-d[B])/(dt) at t=0 in ms^(-1) ?

In the reaction A+2BrarrC+2D initial rate -d[A]/dt=2.6*10^-2 Ms^-1 at t= 0. What is the value of -d[B]/dt at t=0 in Ms-1 ?

In the reaction 3A to 2B , rate of reaction +('d(B)')/(dt) is equal to

If for the reaction A to B" rate" =-(d[A])/(dt)=2(d[B])/(dt) then, rate law is

Observe the following reaction, 2A+B rarr C The rate of formation of C is 2.2xx10^(-3)" M m in"^(-1) . What is the value of -(d[A])/(dt) ("in moL"^(-1)" m in "^(-1)) ?

In the reaction, 2A+Bto2C+D , the rate of disappearance of 'A' is 2.6xx10^(-2)"M-S"^(-1) . Then the rate of disappearance of B and the rate of appearance of C and D are respectively