Let "X" be the concentration
of the species present at equilibrium.
The equilibrium expression therefore looks like
When all cancellations have been done we are left with one "X" expression.
The concentration "X" is = 30M
[X] = 30M
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Firstly - find the concentration
of dinitrogen tetroxide at equilibrium using the equilibrium expression.
The concentration of nitrogen dioxide is
=>moles / volume = 0.5 / 0.04 = 12.5M
The mole of dinitrogen tetroxide
present at equilibrium is given by the expression
mole =concentration X volume
mole =13.02 X 0.04 = 0.52 mole left unreacted at equilibrium.
Since 0.5 mole of nitrogen dioxide was formed then 0.25 mole of dinitrogen
tetroxide must have reacted. The total number of mole added to the reaction
vessel must be 0.52(mole at equilibrium) + 0.25(mole reacted) =0.77mole.
The mass is = 0.77 X 92=70.84 grams
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Firstly - Find the amount in mole
of nitrogen gas.
28/28 = 1 mole of nitrogen gas.
The concentration of nitrogen gas is 1mole/4litres =0.25M
The concentration of hydrogen gas is 3mole/4litres=0.75M
Now use the equilibrium expression to find the concentration of ammonia present
at equilibrium.
Substituting values give us the expression below
The mole of ammonia = concentration X volume
mole = 10.27 X 4 = 41.1 mole left unreacted at equilibrium.
The amount of mole of ammonia that did react to form 1 mole of nitrogen gas
is 2 mole.
Total number of mole = 41.1(mole unreacted) + 2 mole(reacted) = 43.3
Now the mass of ammonia added to the reaction vessel is 43.3 X 17 =698.3g
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Calculating
reactants and products using "K"
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