For which of the following reactions, K_p(RT)^2=K_c
The graph relates in K_(eq) Vs 1/T for a reaction. The reaction must be :
The equilibrium constant for the following general reaction is 10^(@). Calculate E^(@) for the cell at 298 K. 2X_2(s) + 3Y^(2+)(aq) to 2X_(2)^(3+)(aq) + 3Y (s)
For the reaction CO_((g)) + (1)/(2) O_(2(g)), K_(1)//K_(c) is
For which value of k will the following pair of linear equations have no solution 3x+y=1, (2k-1)x+(k-1)y=2k-1?
Calculate the potential of a half cell having reaction : Ag_2 S (s) + 2e^- iff 2Ag (S) + S^(2-) (aq) in a solution buffered at p^(H) =3 and which is also saturated with 0.1 MH_2S (aq) [Given : K_(sp)(Ag_2 S ) = 2 xx 10^(-49) , K_(a1). K_(a2) = 1.1 xx 10^(-21) , E_(As^(+) // Ag)^(@) = 0.8V ]
IF the product of the roots of the equation x^(2) - 3kx + 2 e^(2log k ) -1=0 is 17 then K=
A certain endothermic reaction: Ato Product, DeltaH=+ve proceeds ina sequence of three elementary steps with the rate constant K_(1),K_(2) and K_(3) and each one having energy of activation E_(1),E_(2) and E_(3) respectively at 25^(@)C . The observed rate constannt for the reaction is equal to K_(3)sqrt((K_(1))/(K_(2))) . A_(1),A_(2) and A_(3) are Arrhenius parameters respectively. The observed Arrhebius parameter for the reaction is
A certain endothermic reaction: Ato Product, DeltaH=+ve proceeds ina sequence of three elementary steps with the rate constant K_(1),K_(2) and K_(3) and each one having energy of activation E_(1),E_(2) and E_(3) respectively at 25^(@)C . The observed rate constannt for the reaction is equal to K_(3)sqrt((K_(1))/(K_(2))) . A_(1),A_(2) and A_(3) are Arrhenius parameters respectively. The observed energy of activation for the reaction is
