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Since the conversion rates of the two equilibria are the same, it can be known that the two equilibria are equivalent equilibria.

The first equilibrium starts from the forward reaction direction, and the second equilibrium starts from the forward and reverse directions at the same time, and both balances are reached under the conditions of isotherm, isobaric and catalyst

It is known that when isothermal and isobaric, as long as the amount of matter is converted to the reactant side (or product side) through the limit transformation method, when the ratio of the amount of matter is the same, the two equilibriums are equivalent, that is: < /p>

3h2

+

n2

＝

2nh3

(1)< /p>

3mol

1mol

(2)

xmol

ymol

zmol< /p>

Extreme transformation (x+3z/2) mol

(y+z/2) mol

Convert to product side

(x+3z/2): (y+z/2)=3:1

The solution is: x=3y

The value range of z is: z>=0