List AList BList CA.Rate of reaction1.−Δ[A]Δt=−d[A]dta.ΔH=+ v

1.	List AList BList CA.Rate of reaction1.−Δ[A]Δt=−d[A]dta.ΔH=+ veB.Rate constant of a reaction2.Vt=V0b.ΔH=−veC.Equilibrium constant3.Vt≠V0c.t→0D.Vt=V0.t2734.Increasesd.ΔH→0E.Vt=V0+V0.t2735.Decreasese.T→0 Upon increasing temperature,
Answer» $\begin{matrix} List A & List B & List C A . & Rate of reaction & 1. & - \frac{Δ [A]}{Δ t} = - \frac{d [A]}{d t} & a . & Δ H = + ve B . & Rate constant of a reaction & 2. & V_{t} = V_{0} & b . & Δ H = - v e C . & Equilibrium constant & 3. & V_{t} \neq V_{0} & c . & t \to 0 D . & V_{t} = \frac{V_{0} . t}{273} & 4. & Increases & d . & Δ H \to 0 E . & V_{t} = V_{0} + \frac{V_{0} . t}{273} & 5. & Decreases & e . & T \to 0 \end{matrix}$ Upon increasing temperature,

List AList BList CA.Rate of reaction1.−Δ[A]Δt=−d[A]dta.ΔH=+ veB.Rate constant of a reaction2.Vt=V0b.ΔH=−veC.Equilibrium constant3.Vt≠V0c.t→0D.Vt=V0.t2734.Increasesd.ΔH→0E.Vt=V0+V0.t2735.Decreasese.T→0 Upon increasing temperature,

Answer»

$\begin{matrix} List A & List B & List C A . & Rate of reaction & 1. & - \frac{Δ [A]}{Δ t} = - \frac{d [A]}{d t} & a . & Δ H = + ve B . & Rate constant of a reaction & 2. & V_{t} = V_{0} & b . & Δ H = - v e C . & Equilibrium constant & 3. & V_{t} \neq V_{0} & c . & t \to 0 D . & V_{t} = \frac{V_{0} . t}{273} & 4. & Increases & d . & Δ H \to 0 E . & V_{t} = V_{0} + \frac{V_{0} . t}{273} & 5. & Decreases & e . & T \to 0 \end{matrix}$

Upon increasing temperature,

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List AList BList CA.Rate of reaction1.−Δ[A]Δt=−d[A]dta.ΔH=+ veB.Rate constant of a reaction2.Vt=V0b.ΔH=−veC.Equilibrium constant3.Vt≠V0c.t→0D.Vt=V0.t2734.Increasesd.ΔH→0E.Vt=V0+V0.t2735.Decreasese.T→0 Upon increasing temperature,

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