If three reactions: A arrow Products Rate =K1[ A]X B arrow Products Rate =K2[B]Y C arrow Products Rate =K3[C]Z Value of ((X + Y/Z) × 25) is ?

Question

<img class="img-fluid question-image" alt="Question" src="https://cdn.tardigrade.in/q/nta/c-3mgmzwq2iyruootj.jpg" /> If three reactions: A arrow Products Rate =K1[ A]X B arrow Products Rate =K2[B]Y C arrow Products Rate =K3[C]Z Value of ((X + Y/Z) × 25) is ? (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

Straight line passing through origin have rate propto [conc]1 & parallel to X- axis have rate propto [conc]0 Hence, r1= Rate =K1[A]1⇒ X=1 r2= Rate =K2[B]0⇒ Y=0 r2= Rate =K3[C]1⇒ Z=1

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

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

Q. If three reactions: A→ Products Rate =K1​[A]X B→ Products Rate =K2​[B]Y C→ Products Rate =K3​[C]Z Value of (ZX+Y​×25) is ?

Straight line passing through origin have rate ∝[conc]1 & parallel to X− axis have rate ∝[conc]0 Hence, r1​= Rate =K1​[A]1⇒X=1 r2​= Rate =K2​[B]0⇒Y=0 r2​= Rate =K3​[C]1⇒Z=1

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

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