SUMMARY
The discussion focuses on calculating the amount of Sodium Nitrite (NaNO2) required to raise the pH of a 500 ml solution of 0.200 M HNO2 to 5.00. The equilibrium constant (Ka) for HNO2 is 4.0 x 10^-4, and the initial pH of the solution is approximately 0.69. To achieve the desired pH, approximately 8.5 M of NaNO2 is needed, considering the dissociation of the salt and the common ion effect that shifts the equilibrium to the left, resulting in a lower concentration of H+ ions.
PREREQUISITES
- Understanding of weak acid dissociation and equilibrium concepts
- Familiarity with the ICE table method for equilibrium calculations
- Knowledge of pH and its relationship to hydrogen ion concentration
- Basic chemistry of sodium nitrite and its role in acid-base reactions
NEXT STEPS
- Study the common ion effect in acid-base equilibria
- Learn about the calculation of pH in buffer solutions
- Explore the use of ICE tables in more complex equilibrium problems
- Investigate the impact of ionic strength on solubility and dissociation
USEFUL FOR
Chemistry students, chemical engineers, and laboratory technicians involved in acid-base chemistry and solution preparation.