Caculate `DeltaG(kJ//"mole") "for the reaction at 300K"` `N_(2)(g)+O_(2)(g)Leftrightarrow 2NO(g)` at constant where partical pressure of `N_(2), O_(2)` and `NO are 10^(-1)"bar", 10^(-3)"bar"`. `DeltaH_(f)^(@)NO(g) at 300K =90.5kJ//"mole"and DeltaS_(f)^(@),NO(g) at 300K =12.5J//K"mole"and DeltaS_(f)^(@)NO(g)at 300k=12.5J//K"mole" "` `[2.303xxRxx300=5750J//"mole"]`A. `173.5kJ//"mole"`B. `185kJ//"mole"`C. `162 Kj//"mole"`D. `84.5kJ//"mole"`

Caculate `DeltaG(kJ//"mole") "for the reaction at 300K"` `N_(2)(g)+O_(

1.	Caculate `DeltaG(kJ//"mole") "for the reaction at 300K"` `N_(2)(g)+O_(2)(g)Leftrightarrow 2NO(g)` at constant where partical pressure of `N_(2), O_(2)` and `NO are 10^(-1)"bar", 10^(-3)"bar"`. `DeltaH_(f)^(@)NO(g) at 300K =90.5kJ//"mole"and DeltaS_(f)^(@),NO(g) at 300K =12.5J//K"mole"and DeltaS_(f)^(@)NO(g)at 300k=12.5J//K"mole" "` `[2.303xxRxx300=5750J//"mole"]`A. `173.5kJ//"mole"`B. `185kJ//"mole"`C. `162 Kj//"mole"`D. `84.5kJ//"mole"`
Answer» Correct Answer - C

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