3.34 g of an unknown acid is dissolved in water to make 250 mL solution. While performing the titration, 46.43 mL of the acid is needed to neutralize 7.41 mL of 0.50 M NaOH is a titration. What is the molar mass of the dry acid? (Assume the acid is monoprotic)
You first need to find the molarity of the acid. Knowing the moles you can trace back to the molar mass. You need these two equations: \(M=\dfrac{n_{solute}}{L_{solution}}\) and \(n=\dfrac{m}{MW}\)
Is the answer 167 g/mol? @aaronq
i dont know, i havent worked it out. you're welcome to post your work if you'd like me to check it.
Well using your hint. And some of the things that my teach taught me. I did: \[M_{a}=?\]\[V_{a}=46.43 mL\]\[M_{b}=0.50M\]\[V_{b}=7.41mL\] \[M_{a}*(46.43mL)=(0.50M)*(7.41mL)\] \[M_{a}=0.080 M\] \[\frac{ 0.080mol }{ 1.00L }=\frac{ 3.34g }{ 0.25L }* Xmol/g\]\[Xg/mol=\frac{ 3.34g*1.00L }{ 0.25L*0.080mol }\] The molar mass of the unknown acid is 167 g/mol. @aaronq
teacher*
\(\checkmark\) that is correct, nice formatting too.
:D Thank you for the help @aaronq
no problem dude!
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