For the reaction
2A ( g ) + B ( g ) → 2D ( g )
Δ U θ = –10.5 kJ and Δ S θ = –44.1 JK –1 .
Calculate Δ G θ for the reaction, and predict whether the reaction may occur spontaneously.
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Answered by
24
Dear Student,For the given reaction,
2 A(g) + B(g) → 2D(g)
Δng = 2 – (3)
= –1 mole
Substituting the value of ΔUθ in the expression of ΔH:
ΔHθ = ΔUθ + ΔngRT
= (–10.5 kJ) – (–1) (8.314 × 10–3 kJ K–1 mol–1) (298 K)
= –10.5 kJ – 2.48 kJ
ΔHθ = –12.98 kJ
Substituting the values of ΔHθ and ΔSθ in the expression of ΔGθ:
ΔGθ = ΔHθ – TΔSθ
= –12.98 kJ – (298 K) (–44.1 J K–1)
= –12.98 kJ + 13.14 kJ
ΔGθ = + 0.16 kJ
Since ΔGθ for the reaction is positive, the reaction will not occur spontaneously.Best Of Luck...!!!!
2 A(g) + B(g) → 2D(g)
Δng = 2 – (3)
= –1 mole
Substituting the value of ΔUθ in the expression of ΔH:
ΔHθ = ΔUθ + ΔngRT
= (–10.5 kJ) – (–1) (8.314 × 10–3 kJ K–1 mol–1) (298 K)
= –10.5 kJ – 2.48 kJ
ΔHθ = –12.98 kJ
Substituting the values of ΔHθ and ΔSθ in the expression of ΔGθ:
ΔGθ = ΔHθ – TΔSθ
= –12.98 kJ – (298 K) (–44.1 J K–1)
= –12.98 kJ + 13.14 kJ
ΔGθ = + 0.16 kJ
Since ΔGθ for the reaction is positive, the reaction will not occur spontaneously.Best Of Luck...!!!!
Answered by
1
Dear Student,For the given reaction,
2 A(g) + B(g) + 2D(g)
Ang = 2 - (3)
= -1 mole
Substituting the value of AUO in the expression of AH:
ΔΗθ-Δυθ + Δ gRT
= (-10.5 kJ) – (-1) (8.314 × 10–3 kJ K
1 mol-1) (298 K)
= -10.5 kJ - 2.48 kJ
AHO = -12.98 kJ
Substituting the values of AHO and
ASe in the expression of AGe:
AGO = AHO – TASO
= -12.98 kJ – (298 K) (-44.1 J K-1)
= -12.98 kJ + 13.14 kJ
AGO = + 0.16 kJ
Since AGO for the reaction is
positive, the reaction will not occur
spontaneously.Best Of Luck...!!
BG2000 · Helping Hand
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