General Chemistry Questions (Solubility)

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SUMMARY

This discussion focuses on solving chemistry problems related to solubility and molarity calculations. The first problem involves determining the masses of propane (C3H8) and butane in a gaseous fuel mixture, where the user initially miscalculated the masses using the formula Ax = n(solute)/n(total). The second problem requires writing balanced reactions for a solution containing Na2CO3, Ca(NO3)2, and AgNO3, and calculating the molarities of each ion. Key insights include the importance of distinguishing between mole fraction and mass fraction, as well as understanding the solubility product constant (Ksp) for predicting precipitate formation.

PREREQUISITES
  • Understanding of mole fraction and mass fraction concepts
  • Familiarity with solubility product constant (Ksp) calculations
  • Knowledge of balanced chemical reactions
  • Ability to calculate molarity from moles and volume
NEXT STEPS
  • Learn about calculating molar masses for hydrocarbons like propane and butane
  • Study the principles of solubility and precipitation reactions
  • Explore the concept of Ksp and its applications in predicting solubility
  • Practice writing balanced chemical equations for various ionic compounds
USEFUL FOR

Chemistry students, educators, and anyone involved in chemical analysis or laboratory work, particularly those focusing on solubility and reaction stoichiometry.

dekoi
Please help me with the following problems.

1.)(85) A 55-g sample of a geseous fuel mixture contains 0.51 fraction propane C3H8; the remainder is butane. What are masses of propane and butane in sample?

Using the formula: Ax = n(solute)/n(total), i initially solved for total moles. I went about this by multiplying 7 by the molar mass of carbon (there is a total of 7 carbons) and similarly, 18 by the molar mass of hydrogen. This allows me to solve for moles of solute, which i then convert into mass. However, i get an answer of 12.1g and 43.0 g, which differs from the book.

2.) (105) A solution has 0.375 mol Na2CO3, 0.125 mol Ca(NO3)2, and 0.200 mol AgNO3 in 2.0 L of water. Write balanced reactions and calculate molarities of each ion.

I noticed that NO3(-1) is always soluble. CO3(2-) can form solids with Ca+ and Ag+. So i wrote two separate reactions, one in which CaCO3 was the solid, and the other in which Ag2CO3 was the solid. This allowed me to get the moles of Na+, which i then converted into molarity. But I'm not sure this is the correct way of approaching this question.


Thank you.
 
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Using the formula: Ax = n(solute)/n(total), i initially solved for total moles. I went about this by multiplying 7 by the molar mass of carbon (there is a total of 7 carbons) and similarly, 18 by the molar mass of hydrogen. This allows me to solve for moles of solute, which i then convert into mass. However, i get an answer of 12.1g and 43.0 g, which differs from the book.

I'm not quite sure what you're going for here. When they refer to fraction, are they referring to mole fraction or mass fraction?

2.) (105) A solution has 0.375 mol Na2CO3, 0.125 mol Ca(NO3)2, and 0.200 mol AgNO3 in 2.0 L of water. Write balanced reactions and calculate molarities of each ion.

it'll depend on which has the higher Ksp, the less soluble salt will precipitate almost exclusively, but in this case you have enough carbonate ions to precipitate both Ag and Ca, you'll just need to determine, the amount of carbonate left over, if any, remembering that 2 Ag+ is required for every carbonate...all of this assuming that both of the precipitates involving silver and calcium are completely insoluble (which is what your teacher probably wants).


the molarity of Na+ is simply 2 x .375/2.0L.

assuming that all of Ag and Ca precipitate, which you'll need to figure out, all that's left is to find the moles of carbonate remaining in solution. Of course you'll need to add up all of the moles of nitrate and divide by volume to find its molarity.
 

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