How to solve buffer calculations-Biochemistry

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SUMMARY

The discussion focuses on preparing a 400.0 mL buffer solution with a concentration of 0.200M and a pH of 7.69 using 0.5M dihydrogen phosphate with a pKa of 6.82. The Henderson-Hasselbalch equation is employed to relate pH, pKa, and the concentrations of the weak acid (A-) and its conjugate base (HA). The participant calculates the total buffer amount as 0.08 and sets up the equation 7.413 = (0.08 - y)/y to solve for y, representing the concentration of the conjugate base. The discussion emphasizes the importance of algebraic skills in solving buffer problems, suggesting that mastering these skills is essential for future calculations.

PREREQUISITES
  • Understanding of the Henderson-Hasselbalch equation
  • Basic algebra skills for solving equations
  • Knowledge of buffer solutions and their components
  • Familiarity with pKa values and their significance in biochemistry
NEXT STEPS
  • Study the Henderson-Hasselbalch equation in detail
  • Practice solving buffer preparation problems
  • Learn about ICE tables and their application in equilibrium problems
  • Explore the role of pKa in buffer systems and its impact on pH
USEFUL FOR

Biochemistry students, laboratory technicians, and anyone involved in preparing buffer solutions or studying acid-base chemistry.

brittley96
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1. The problem is need to prepare 400.0 mL of a .200M buffer having a pH of 7.69

Given .5 M of dihydrogen Phosphate at pKa of 6.82



2. Equation to work from is Henderson-Hasselbalch pH=pKa-log of (A-)/(HA)
where (A-) is weak acid and (HA) is the conjugate base


3. I know 400mL is .4 x .2 will give .08 the total for the buffer amount and that (A-) and (HA) will equal that, or x+y= 0.08 so can say x (the weak acid) = 0.08-y

I also know 10 to the (pH-pKa) is 10 to .087 or 7.413

So 7.413=(0.08-y)/y


I need to know how to solve for y and where do I go from there and then how to set up and solve for an ICE table.
 
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You don't need ICE table to solve buffer questions, Henderson-Hasselbalch equation is enough.

Solving for unknown is a very basic algebraic skill, while I can show you how to deal with this specific case, it will be much better if you will spend some time working on this skill in general, as you will need it quite often.
 
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ok thanks.
 

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