Asked by Jematormal91
You need to prepare 100.0 mL of a pH=4.00 buffer solution using 0.100 M benzoic acid (pKa = 4.20) and 0.240 M sodium benzoate.
How much of each solution should be mixed to prepare this buffer?
How much of each solution should be mixed to prepare this buffer?
Answers
Answered by
DrBob222
pH = pKa + log(b/a)
Substitute and I get
b/a= 0.631 so b=0.631*a or
1.585*a = b
Let x = mL of the base(b) and 100-x = mL acid(a)
Then 1.585*mols b = mols a.
1.585(0.240x) = (100-x)*0.1
Solve for x = mL base and 100-x = mL acid.
I get approximately 20 mL base and approximately 80 mL acid but you need to go through and get a better set of numbers. I ALWAYS check it.You should, too.
mmols base = 20 x 0.240 =about 4.8
mmols acid = 80 x 0.1 = about 8.0
pH = 4.2 + log(4.8/8.0) = 4.2 + (-.22) = about 3.98. I think if you put in the correct numbers it will work ok to give 4.00.
Substitute and I get
b/a= 0.631 so b=0.631*a or
1.585*a = b
Let x = mL of the base(b) and 100-x = mL acid(a)
Then 1.585*mols b = mols a.
1.585(0.240x) = (100-x)*0.1
Solve for x = mL base and 100-x = mL acid.
I get approximately 20 mL base and approximately 80 mL acid but you need to go through and get a better set of numbers. I ALWAYS check it.You should, too.
mmols base = 20 x 0.240 =about 4.8
mmols acid = 80 x 0.1 = about 8.0
pH = 4.2 + log(4.8/8.0) = 4.2 + (-.22) = about 3.98. I think if you put in the correct numbers it will work ok to give 4.00.
Answered by
Erin
31 mL benzoate and 69 mL benzoic acid
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