Chemistry: pH after adding water

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SUMMARY

The discussion focuses on calculating the new concentration of hydroxide ions (OH-) in a potassium hydroxide solution after diluting it with water to six times the original volume. The initial pH of the solution is 11.65 at 298.15 K (25 degrees Celsius). The correct method involves using the dilution formula c1v1 = c2v2, where the concentration of OH- decreases by a factor of six following the dilution. This calculation assumes ideal behavior without accounting for changes in temperature or pressure.

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  • Understanding of pH and pOH concepts
  • Familiarity with the dilution formula c1v1 = c2v2
  • Knowledge of hydroxide ion concentration calculations
  • Basic principles of solution chemistry
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  • Explore the concept of ideal behavior in chemical solutions
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Chemistry students, educators, and professionals involved in solution chemistry, particularly those focusing on pH calculations and dilution effects in aqueous solutions.

theCandyman
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I am trying to find what the new concentration of OH^{-} in a solution of potassium hydroxide (pH = 11.65) is after diluting it with water to six times the original volume. It is at 298.15 K (25 degrees celsius).

I have found the concentration of H_{3}O^{+} and I guessed that I just multiply the volume times six (divide the concentration by six) to find the new concentration, would this be a correct way to approach this problem?
 
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c_{1}v_{1}=c_{2}v_{2}

where c is concentration and v is volume. Find the initial [OH-], then use the above formula and the information given to find the new concentration.
 


Yes, your approach is correct. The concentration of OH^{-} in a solution of potassium hydroxide can be calculated by taking the negative logarithm of the hydroxide ion concentration, which is equal to the concentration of potassium hydroxide. So, if you dilute the solution by a factor of six, the concentration of OH^{-} will decrease by a factor of six as well. This means that the new concentration of OH^{-} can be calculated by dividing the original concentration by six. Keep in mind that this calculation assumes ideal behavior and does not take into account any potential changes in temperature or pressure. Overall, your approach is a good way to estimate the new concentration of OH^{-} in the solution after dilution with water.
 

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