The van't Hoff equation applies this concept to thermodynamics, which explains why raising temperature will reduce the amount of product in the Haber process.
The van't Hoff equation applies this concept to thermodynamics, which explains why raising temperature will reduce the amount of product in the Haber process. This statement explains why dissociating sodium acetate along with acetic acid will suppress the ionization of acetic acid and increase the pH of the (*) buffer solution, supporting the common-ion effect. According to this principle, adding a noble gas does not result in a shift, and this principle also explains why the addition of more reactant will tip a reaction towards the product side. For 10 points, identify this principle which states that an equilibrium will shift to accommodate any changes, named for a French chemist.
The van't Hoff equation applies this concept to thermodynamics, which explains why raising temperature will reduce the amount of product in the Haber process.
{Le Chatelier's} principle