0.2 moles of A and 0.4 moles of the B were reacted at certain temperature and were allowed to come to the equilibrium the mixture contain 0.1 mole of A find kc if the volume of the container is equilibrium 2.0 dm3
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Hey... Here is your answer ^_^
Answer:
Kc=13.4
Explanation:
I'll show my explanation in steps for your understanding
1. First set balance the equation
2A+2B=2AB
2. Now write the equilibrium constant for the reaction
Kc=[AB][A][B]
3. As Kc is being determined the temperature matters and thus volume also matters.So the conversion of moles to molarity is necessary
M=molesL
4. As the volume of the container is 2dm3
Conversionof dm3 to litres is necessary
1dm3=1L
∴ 2dm3=2L
5. Calculate the molarities
Conc. of A = 0.2moles2L=0.1M
Conc. of B = 0.4mole2L=0.2M
Conc. of A at equilibrium 0.1moles2L=0.05M
5. Set up an ICE table
For problems related to equilibrium
concentrations,you need to set up an ICE table.
mmmmml2Alm+mmmm2Bllll→ml2AB
I/mol:mll0.1Mmmmmml0.2Mmmmmml0
C/mol:m−xmmmmmm−xmmmm+2x
E/mol:lm0.1M−xmml0.2M−xlmmml2x
From the given information we know that the equilibrium amount of A is 0.05M. Thus 0.1M−x=0.05M
Solve for x
0.1M−x=0.05M
x=0.1M−0.05M
x=0.05M
6. Solve for the equilibrium amounts of B and AB
AB=2x=2×0.05M=0.1M
B=0.2M−0.05M=0.15M
And we know the equilibrium amounts of A
7. Now solve for Kc
Kc=productsreactants
Kc=[0.1M][0.05M][0.15M]
Kc=13.333
If you want three sig figs
Kc=13.4
You can also calculate the Qc to see to which direction will the reaction proceed
Qc=[AB]2[A]2[B]2
Qc=177.777777778
As Kc<Qc
Reaction will proceed towards left...
Hope it helped you out ⭐^_^⭐
Thanks⭐(^^)⭐
Answer:
Kc=13.4
Explanation:
I'll show my explanation in steps for your understanding
1. First set balance the equation
2A+2B=2AB
2. Now write the equilibrium constant for the reaction
Kc=[AB][A][B]
3. As Kc is being determined the temperature matters and thus volume also matters.So the conversion of moles to molarity is necessary
M=molesL
4. As the volume of the container is 2dm3
Conversionof dm3 to litres is necessary
1dm3=1L
∴ 2dm3=2L
5. Calculate the molarities
Conc. of A = 0.2moles2L=0.1M
Conc. of B = 0.4mole2L=0.2M
Conc. of A at equilibrium 0.1moles2L=0.05M
5. Set up an ICE table
For problems related to equilibrium
concentrations,you need to set up an ICE table.
mmmmml2Alm+mmmm2Bllll→ml2AB
I/mol:mll0.1Mmmmmml0.2Mmmmmml0
C/mol:m−xmmmmmm−xmmmm+2x
E/mol:lm0.1M−xmml0.2M−xlmmml2x
From the given information we know that the equilibrium amount of A is 0.05M. Thus 0.1M−x=0.05M
Solve for x
0.1M−x=0.05M
x=0.1M−0.05M
x=0.05M
6. Solve for the equilibrium amounts of B and AB
AB=2x=2×0.05M=0.1M
B=0.2M−0.05M=0.15M
And we know the equilibrium amounts of A
7. Now solve for Kc
Kc=productsreactants
Kc=[0.1M][0.05M][0.15M]
Kc=13.333
If you want three sig figs
Kc=13.4
You can also calculate the Qc to see to which direction will the reaction proceed
Qc=[AB]2[A]2[B]2
Qc=177.777777778
As Kc<Qc
Reaction will proceed towards left...
Hope it helped you out ⭐^_^⭐
Thanks⭐(^^)⭐
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