For the reaction, `ZnCO_(3)(s) hArr ZnO(s)+CO_(2)(g)` expression for the partial pressure constant for the above reaction would beA. `K_(p)=([ZnO][CO_(2)])/([ZnCO_(3)])`B. `K_(p)=(p_((ZnO))xxp_(CO_(2)))/(p_(ZnCO_(3)))`C. `K_(p)=p_((ZnO))^(2)xxp_(CO_(2))`D. `K_(p)=p_(CO_(2))`

For the reaction, `ZnCO_(3)(s) hArr ZnO(s)+CO_(2)(g)` expression for t

1.	For the reaction, `ZnCO_(3)(s) hArr ZnO(s)+CO_(2)(g)` expression for the partial pressure constant for the above reaction would beA. `K_(p)=([ZnO][CO_(2)])/([ZnCO_(3)])`B. `K_(p)=(p_((ZnO))xxp_(CO_(2)))/(p_(ZnCO_(3)))`C. `K_(p)=p_((ZnO))^(2)xxp_(CO_(2))`D. `K_(p)=p_(CO_(2))`
Answer» Correct Answer - D For reaction, `ZnCO_(3)(s) hArr ZnO(s)+CO_(2)(g)` `K_(p)=(p_((ZnO))xxp_(CO_(2)))/(p_((ZnCO_(3))))` Now, `p_((ZnCO_(3)))=p_((ZnO))=1` as per conventions `:. K_(p)=p_(CO_(2))`

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For the reaction, `ZnCO_(3)(s) hArr ZnO(s)+CO_(2)(g)` expression for the partial pressure constant for the above reaction would beA. `K_(p)=([ZnO][CO_(2)])/([ZnCO_(3)])`B. `K_(p)=(p_((ZnO))xxp_(CO_(2)))/(p_(ZnCO_(3)))`C. `K_(p)=p_((ZnO))^(2)xxp_(CO_(2))`D. `K_(p)=p_(CO_(2))`

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