The derivative of the natural log of this quantity with respect to temperature is equal to the change in enthalpy divided by the product of the gas constant and temperature squared.
The derivative of the natural log of this quantity with respect to temperature is equal to the change in enthalpy divided by the product of the gas constant and temperature squared. This quantity is equal to e raised to the opposite of the change in Gibbs free energy divided by the gas constant times temperature. A more general form of this quantity is the reaction quotient, which changes to match this value after a change in reaction conditions occurs, according to Le Chatelier's principle. Equal to the ratio of the forward and backward rate constants, for 10 points, name this quantity defined as the product of the products and reactants each raised to their respective stoichiometric coefficients, symbolized K-sub-eq.
The derivative of the natural log of this quantity with respect to temperature is equal to the change in enthalpy divided by the product of the gas constant and temperature squared.
equilibrium constant [prompt on K, accept Keq or K-sub-eq before mention.]