Asked by Anonymous
For the system, H2(g)+X2(g) <-> 2HX(g) Kc=24.4 at 300K. A system was charged with 1 mole of H2 and 1 mole of I2 in a 3 liter container. The catalyst was introduced using a remote unit, and the system was allowed to come to equilibrium. How many moles of H2 will be present when the system reaches equilibrium?
Answers
Answered by
DrBob222
You have the equation.
Convert 1 mol to molarity. 1 mole/3 liters.
Set up an ICE chart, plug in the numbers and solve for the unknown. Subtract from 1/3 to find how much H2 remains after equilibrium is established, then multiply by 3 L to find moles H2.
Convert 1 mol to molarity. 1 mole/3 liters.
Set up an ICE chart, plug in the numbers and solve for the unknown. Subtract from 1/3 to find how much H2 remains after equilibrium is established, then multiply by 3 L to find moles H2.
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