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K(p) and K(p)^(**) are the equilibrium c...

`K_(p) and K_(p)^(**)` are the equilibrium constants of the two reactions, given below
`(1)/(2)N_(2)(g)+(3)/(2)H_(2)(g)hArr NH_(3)(g)`
`N_(2)(g)+3H_(2)(g)hArr 2NH_(3)(g)`
Therefore, `K_(p) and K_(p)^(**)` are related by

A

`K_(p)=K_(p)^('2)`

B

`K_(p)= sqrtK_(p)^(')

C

`K_(p)=2K_(p)^(')`

D

`K_(p)= K_(p)^(')`

Text Solution

Verified by Experts

`1/2 N_(2) (g)+3/2 H_(2) (g) Leftrightarrow NH_(3) (g),`
`K_(p)=(p_(NH_(3)))/(p_(N_(2))^(1//2) xx p_(H_(2))^(3//2))`
`N_(2) (g)+3H_(2) (g) Leftrightarrow 2NH_(3) (g)`
`K_(p)=K_(p)^(2) or K_(p)=sqrt(K_(p))`
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