CHM 1045
Dr. Michael Blaber

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SS #__________________________

Homework # 4

  1. How many grams are there in 0.5 moles of Barium Chloride? (1/2 point)
  2. The formula for Barium Chloride is BaCl2

    therefore the formula weight is 137.3 + (2*35.5) = 208.3 g/mole

    so:

    0.5 moles * (208.3 g/mole) = 104.2 g

  3. How many moles are there in half an ounce of silver? (assume there are 28.8 grams per ounce) (1/2 point)
  4. The molecular weight of silver is 107.9 g/mole

    0.5 ounces * (28.8 g/ounce) = 14.4 g

    14.4 g * (1 mole/107.9 g) = 0.133 moles

  5. For the compound sodium hydroxide (NaOH) what is the percentage by mass for each element Na, O and H? (2 points)
  6. The molecular weight of Na is 23.0 g/mole

    The molecular weight of O is 16.0 g/mole

    The molecular weight of H is 1.01 g/mole

    Therefore, the mass of 1.0 mole of NaOH would be (23.0 + 16.0 + 1.01) = 40.01 g

    The mass % of Na would be (23.0/40.01) x 100 = 57.5%

    The mass % of O would be (16.0/40.01) x 100 = 40.0%

    The mass % of H would be (1.01/40.01) x 100 = 2.5%

  7. A certain hydrocarbon compound (containing only C and H) is 83.6% C and 16.4% H by mass. The experimentally determined molecular mass is 86.2 amu. What is the empirical and chemical formula for this hydrocarbon? (2 points)
  8. Choosing 100g as a convenient mass, we would have 83.6 g of C and 16.4 g of H

    83.6 g C * (1 mole/12.01g) = 6.96 moles C

    16.4 g H * (1 mole/1.01g) = 16.24 moles H

    Calculating the relative stoichiometry by dividing by the smallest:

    (6.96/6.96) = 1.00 moles C

    (16.24/6.96) = 2.33 moles H

    The value for H looks like 2 1/3, so multiply both molar amounts by 3 to give an empirical formula of C3H7

    This would have an atomic mass of (3*12.01)+(7*1.01) = 43.1 amu

    The actual molecular mass is 86.2 amu, or (83.6/43.1) = 2.0 times that of the empirical formula. Therefore, the chemical formula must be: C6H14

  9. Hexane has the chemical formula C6H14 . If 5.8 grams of hexane is combusted to completion, producing only CO2 and H2O, how many grams each of CO2 and H2O are produced? (2 points)
  10. From the chemical formula hexane has a molecular mass of 86.2 g/mole

    1. g * (1 mole/86.2g) = 0.0673 moles hexane

    The balanced equation for the combustion would be:

    2C6H14 + 19O2 -> 12CO2 + 14H2O

    The stoichiometric relationships therefore are:

    0.0673 moles hexane * (12 moles CO2 / 2 moles hexane) = 0.404 moles CO2

    0.0673 moles hexane * (14 moles H2O / 2 moles hexane) = 0.471 moles H2O

    The masses of CO2 and H2O produced are therefore:

    0.404 moles CO2 * (44.0 g/mole) = 17.8 g CO2

    0.471 moles H2O * (18.0 g/mole) = 8.48 g H2O

  11. In the combustion of hexane from the above example, how many grams of CO2 would be produced if 11.6 g of hexane were combusted with 30 g of O2 ? Which is the limiting reagent? (2 points)
  12. 11.6 g hexane * (1 mole/86.2 g) = 0.135 moles hexane

    30g O2 * (1 mole/32g) = 0.938 moles O2

    if O2 is unlimited:

    0.135 moles hexane * (12 moles CO2 / 2 moles hexane) = 0.81 moles CO2

    if hexane is unlimited:

    0.938 moles O2 * (12 moles CO2 / 19 moles O2) – 0.592 moles CO2

    Therefore, the limiting reagent is the oxygen

    With the given amounts of hexane and oxygen we can make:

    0.592 moles CO2 * (44.01 g/mole) = 26.1 g CO2

  13. What is the molarity of a solution of NaCl made by dissolving 12.3 g of NaCl in 130 mls of H2O? (1/2 point)
  14. 12.3 g NaCl * (1 mole/58.5 grams) = 0.21 moles NaCl

    0.21 moles / 0.13 liters = 1.62 moles / liter (i.e. 1.62 M)

  15. You have a stock solution of 5 M NaCl and an unlimited amount of pure water. How would use these two to make a 2.8 liter solution of 0.15 molar NaCl? (1/2 point)

(2.8 liters) * (0.15 moles/liter) = (x liters) * (5 moles/liter)

x = 0.084 liters of the 5M stock solution

Therefore, you would combine 0.084 liters (84 mls) of the 5M stock solution with (2.8 – 0.084) = 2.716 liters of pure water