This is the question: The Kb for an amine is 7.448×10−5. What percentage of the amine is protonated if the pH of a solution of the amine is 9.025 ? Assume that all OH− came from the reaction of B with H2O.
I was a little confused about how to go about doing this problem. Do I need to find the pOH from the pH and then find the variables that make the Kb? I was also confused about how to find the original concentration of amine to use as the denominator in the final fraction to find the protonated percentage.
Achieve #2 Question 5
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Re: Achieve #2 Question 5
You are on the right path as you would need to find pOH using pH. After finding pOH, relate that to [OH-].
Then you need to find the equation using the given reactants and products to find Kb. By finding the chemical equation, you will know that every OH- produced is also one BH+ produced so they are equal to each other. As a result, you will now know BH+.
Using the Kb expression, you will then find B. Lastly, the denominator you will use is the sum of BH+ and B as that is the formal concentration.
Then you need to find the equation using the given reactants and products to find Kb. By finding the chemical equation, you will know that every OH- produced is also one BH+ produced so they are equal to each other. As a result, you will now know BH+.
Using the Kb expression, you will then find B. Lastly, the denominator you will use is the sum of BH+ and B as that is the formal concentration.
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Re: Achieve #2 Question 5
Hi!
Step 1: use the pH to find the pOH
Step 2: find the OH concentration using 10^-pOH
Step 3: set up your ICE box and Kb equation (it helps to use the ICE box to visualize all the moving parts)
Step 4: find the percent protonated using [HB+]/[B initial] * 100.
There's also a good explanation in our textbook in section 6D!
Hope that helps!
Step 1: use the pH to find the pOH
Step 2: find the OH concentration using 10^-pOH
Step 3: set up your ICE box and Kb equation (it helps to use the ICE box to visualize all the moving parts)
Step 4: find the percent protonated using [HB+]/[B initial] * 100.
There's also a good explanation in our textbook in section 6D!
Hope that helps!
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