Stoichiometry of Precipitation Reactions

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Discussion Overview

The discussion revolves around a homework problem related to stoichiometry in precipitation reactions, specifically calculating the mass of iron(III) chlorate required to precipitate chromate ions from a lithium chromate solution. The scope includes theoretical understanding and mathematical reasoning related to chemical equations and mole ratios.

Discussion Character

  • Homework-related
  • Mathematical reasoning

Main Points Raised

  • The initial poster presents a balanced chemical equation for the reaction and attempts to calculate the moles of lithium chromate from its molarity.
  • One participant confirms the correct calculation of moles of lithium chromate and prompts the poster to determine the mole ratio of iron(III) chlorate to lithium chromate to find the moles of iron chlorate needed.
  • Another participant reiterates the importance of using the mole ratio to convert moles of lithium chromate to moles of iron chlorate and suggests calculating the formula mass to find the required mass.
  • The initial poster expresses gratitude for the assistance and acknowledges the confusion caused by their teacher's explanation.
  • Some participants discuss the teaching methods of instructors, suggesting that understanding mole ratios as conversion factors can simplify the problem-solving process.

Areas of Agreement / Disagreement

Participants generally agree on the method of using mole ratios to solve the problem, but there is no consensus on the effectiveness of teaching methods, as opinions about the instructor's clarity vary.

Contextual Notes

The discussion does not resolve the potential confusion stemming from the teacher's explanation, and there are no explicit confirmations of the correctness of the calculations or methods discussed.

Who May Find This Useful

Students studying stoichiometry and precipitation reactions, particularly those seeking clarification on mole ratios and their application in chemical equations.

k-rod AP 2010
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Homework Statement



What mass of iron(III) chlorate is needed to precipitate all the chromate ions from 234 mL of a 0.100 M lithium chromate solution.


Homework Equations





The Attempt at a Solution



we just started precipitates and my teacher didnt explain the procedure very well so if u can get me on the correct track for solving it, it would be appreciated.

i made a balanced equation for the reaction
2Fe(ClO3)3 + 3Li2CrO4-->6LiClO3 + Fe2(CrO4)3

then the net ionic equation 2Fe3+ + 3CrO42--->Fe2(CrO4)3

then i used molarity equations to find 0.1M=xmol/.234L --> 0.0234 mol Li2CrO4

but i am not sure where to go from here, any help?
 
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You have the correct number of moles of lithium chromate. What is the ratio of Iron(III) Chlorate to Lithium Chromate? How many moles then of the Iron Chlorate? So find the formula weight of Iron Chlorate and compute this mass as grams.
 
Use the mole ratio to go from mols of lithium chromate to mols of iron chlorate. Once you have mols of iron chlorate, calculate the formula mass and just multiply.

Mols of Lithium Chromate * 2/3 = Mols of Iron Chlorate
(mole ratio)

Mols of Iron Chlorate * Formula mass of Iron Chlorate = Answer!
 
Great thanks guys, I got it now. My teacher made it pretty confusing. I appreciate the help.
 
Maybe maybe not about your teacher. Some of them can be like that, not most. You find your mole ratios among reactants or products from the written reaction. Your mole ratios are essentially conversion factors.
 
symbolipoint said:
Maybe maybe not about your teacher. Some of them can be like that, not most. You find your mole ratios among reactants or products from the written reaction. Your mole ratios are essentially conversion factors.

Just to emphasize, I've always found it best to consider mole ratios as conversion factors. I know some teachers don't really push that through your head, but I find it much easier to think of them exactly that way.
 
Yeah when you think about them that way it makes it a lot easier. Once I started to do a lot of these problems it becomes pretty easy
 

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