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ans. option (c) 0.05 mol/L
====
Equilibrium Constant : Stoichiometry
Chemical reaction : A + 2 B ⇔ 2 C
Initial state:
Moles of A: 2.0. Moles of B: 3.0. Moles of C: 2.0.
Volume of flask (constant): V = 2.0 L
Concentrations at equilibrium :
[ C ] = 0.5 mol/L.
Moles of C present = 0.5 * 2.0L = 1.0 mol
The amount/concentration of C has reduced. It means that the reaction proceeded in the reverse direction. 1 mole of C has decomposed into A & B. [A] and [B] will increase to 0.50 mole of A and 1.0 mole of B as per :
2 C <==> A + 2 B
Concentrations at Equilibrium:
[ A ] = (2.0 + 0.50) mol/2.0L = 1.25 Molar
[ B ] = (3.0 + 1.0) mol/2.0L = 2.0 Molar
Equilibrium Constant for concentration forward direction: (Kc)
Kc = [ C ]² / { [ A ] [ B ]² }
= 0.5² / { 1.25 * 2.0² }
= 0.05 L/mol
====
Equilibrium Constant : Stoichiometry
Chemical reaction : A + 2 B ⇔ 2 C
Initial state:
Moles of A: 2.0. Moles of B: 3.0. Moles of C: 2.0.
Volume of flask (constant): V = 2.0 L
Concentrations at equilibrium :
[ C ] = 0.5 mol/L.
Moles of C present = 0.5 * 2.0L = 1.0 mol
The amount/concentration of C has reduced. It means that the reaction proceeded in the reverse direction. 1 mole of C has decomposed into A & B. [A] and [B] will increase to 0.50 mole of A and 1.0 mole of B as per :
2 C <==> A + 2 B
Concentrations at Equilibrium:
[ A ] = (2.0 + 0.50) mol/2.0L = 1.25 Molar
[ B ] = (3.0 + 1.0) mol/2.0L = 2.0 Molar
Equilibrium Constant for concentration forward direction: (Kc)
Kc = [ C ]² / { [ A ] [ B ]² }
= 0.5² / { 1.25 * 2.0² }
= 0.05 L/mol
kvnmurty:
:-)
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your answer is 0.05 mole/ litre option c
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