Consider the following reaction: H2 (g) + I2 (g) ⇌ 2 HI (g)
Complete the following table. Assume that all concentrations are equilibrium concentrations in M .
Find [H2] at 340 ∘C .
Express your answer using two significant figures. (Please show me the step-by-step math needed to achieve this answer, that is what I'm having trouble with, thank you!)
T(∘C) | [H2] | [I2] | [HI] | [Kc] |
25 | 0.0355 | 0.0388 | 0.922 | − |
340 | − | 4.50×10−2 M | 0.391 M | 90.6 |
445 | 4.85×10−2 M | 4.72×10−2 M | − |
50.2 |
Let's write the reaction again, and the general equation for calculating Kc:
H2 + I2 <-------> 2HI
Kc = [Products]/[Reactants]
Kc = [HI]2 / [H2][I2]
Now, we elevate by 2 the concentration of HI because there is a 2 that balances the compound in the reaction. That's why we need to take account that contribution.
For 25 °C, it only miss the Kc so:
Kc = (0.922)2 / (0.0388) * (0.0355)
Kc = 617.17
For 340 °C, we miss the [H2], so, from the above expression we
solve for [H2]:
[H2] = [HI]2 / Kc[I2]
[H2] = (0.391)2 / 90.6 * 0.045
[H2] = 0.0375 M
Finally for 445 °C, [HI] is missing, so solving for this:
[HI] = (Kc[H2][I2])1/2
[HI] = (50.2 * 0.0472 * 0.0485)1/2
[HI] = 0.3389 M
Hope this helps
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