Bob F. answered 03/09/16
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First, check that the equation is balanced. It is (but always check. Never assume).
- Calculate # moles of LiOH: Using the stoichiometry, and dimensional analysis,
- 10 g LiOH x 1 mole LiOH/23.93 g LiOH = 0.418 moles LiOH
- Again, using the stoichiometry:
- 0.418 moles LiOH x (1 mole LiBr/mole LiOH) = 0.418 moles LiBr produced theoretically
- Using the stoichiometry again & Avogadro's number -
- 15.5 g LiOH x (1 mole LiOH / 23.94 g LiOH) = 0.647 moles LiOH
- 0.647 moles LiOH x (1 mole H2O / mole LiOH) x (6.023 x 1023 molecules H2O/mole H2O) = 3.897 x 1023 molecules of H2O produced from 15.5 g LiOH
- Again - calculate moles LiOH in 11.0 g, and convert to moles of LiBr at 100% yield:
- 11.0 g LiOH x (1 mole LiOH/23.94 g LiOH) x (1 mole LiBr/mole LiOH) = 0.459 moles LiBr at 100% yield
Luis M.
How do I find the answer? Am I doing it correctly? I usually Do this method, maybe you can help me figure out my mistakes as I got 0.6470 moles of H20 for #2. The way I do it is: 15.5g LiOH / 1mol LiOH or 23.94g / Mole ratio which is 1 * molecular mass of H20 which is 18.02. Then comes out to be 11.66 grams of H20 then divide that by the molecular mass of H20. My answer didn't quite add up to what you're the answer was. Can I get some tips on getting a closer or more accurate answer?04/10/19