If a and $t \frac{1}{2}$ is the initial concentration of the reactants and the half-life of the zero order reaction respectively, then which of the following is the correct relationship?
The reaction speed rule is given $\frac{d P}{d t}=K[A][B]$ for $2 A+ B \longrightarrow$ Product $( P )$ when $[ B ] \gg[ A ]$, then order of reaction is this situation will be :
By doubling the initial concentration of reactant in a reaction, the half-life of that reaction also doubles as compared to before, then the order of this reaction will be :
The speed of reaction between x and y becomes 100 times. When the concentration of x is increased 10 times, then the order of the reaction with respect to x will be :