Asked by Adrianne
                The following reaction has an equilibrium constant of 0.020 at a given temperature.
2HI(g) I2(g) + H2(g)
If you have 1.00 mol HI(g) in a 0.750-L container initially, how many moles of HI(g) will be present when the system reaches equilibrium?
            
        2HI(g) I2(g) + H2(g)
If you have 1.00 mol HI(g) in a 0.750-L container initially, how many moles of HI(g) will be present when the system reaches equilibrium?
Answers
                    Answered by
            DrBob222
            
    Technically you don't have an equation because you omitted the arrow. You MUST include an arrow for us to know where the reactants stop and the products start.
2HI ==> H2 + I2
K = 0.020 = (H2)(I2)/(HI)^2
Set up an ICE CHART and solve.
initial:
H2 = O
I2 = 0
HI = 1.00 mole/0.750L = 1.33
change:
H2 = +x
I2 = +x
HI = -2x
equilibrium:
H2 = +x
I2 = +x
HI = 1.33-2x
Substitute into the K expression and solve for x.
    
2HI ==> H2 + I2
K = 0.020 = (H2)(I2)/(HI)^2
Set up an ICE CHART and solve.
initial:
H2 = O
I2 = 0
HI = 1.00 mole/0.750L = 1.33
change:
H2 = +x
I2 = +x
HI = -2x
equilibrium:
H2 = +x
I2 = +x
HI = 1.33-2x
Substitute into the K expression and solve for x.
                                                    There are no AI answers yet. The ability to request AI answers is coming soon!
                                            
                Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.