Chemical Forums
Chemistry Forums for Students => Undergraduate General Chemistry Forum => Topic started by: h20h on April 14, 2007, 12:59:21 AM
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Q: Calculate the volume of 0.6M HNO3 necessary to neutralize 28.55 mL of 0.45M KOH?
My solution: HNO3 + KOH = H20 + KNO3 (KNO3 is the neutral salt)
the stoich is 1:1:1:1, so I took the 28.55 mL of KOH and converted to L which came out to be .02855 liters of KOH. I then took those liters and multiplied by .45M and divided by 1 liter to get .0128 moles KOH. Since the stoich is 1:1 the moles of KOH is the same as the moles of HNO3. So I took the 0.128 moles of HNO3 and divided by the .6M that was given in the question..since M equals # of moles/liter of solution I just rearranged that equation to solve for liters and the result is .0213 liters and then multiplied by 1000 to get 21.3mL?
Any suggestions, help here?
Thanks
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I got 21.41 mL.
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Did I do something wrong in the calculations?
This is what I have:
28.55mL/1000mL = .02855 liters(.45M)/1liter = .0128 moles of KOH
stoich 1:1
.0128 moles of HN03/.6M = .0123 liters(1000ml) 21.3 mL needed
am I off somewhere???
Thanks and let me know
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Don't round off intermediate results.