Question

If three reactions:
$A \rightarrow $ Products Rate $=K_{1}\left[ A\right]^{X}$
$B \rightarrow $ Products Rate $=K_{2}\left[B\right]^{Y}$
$C \rightarrow $ Products Rate $=K_{3}\left[C\right]^{Z}$
Value of $\left(\frac{X + Y}{Z} \times 25\right)$ is ?

Answer 1

Straight line passing through origin have rate $ \propto \left[conc\right]^{1}$ & parallel to $X-$ axis have rate $ \propto \left[conc\right]^{0}$
Hence,
$r_{1}=$ Rate $=K_{1}\left[A\right]^{1}\Rightarrow X=1$
$r_{2}=$ Rate $=K_{2}\left[B\right]^{0}\Rightarrow Y=0$
$r_{2}=$ Rate $=K_{3}\left[C\right]^{1}\Rightarrow Z=1$