CHM 1045
Fall 1999
Dr. Michael Blaber

Name_________________________SS #__________________________

Homework #3

(Due in Recitation Tues Sep 21)

 

  1. Write the balanced chemical equation for the combustion of pentanol. (C5H12O). (1/2 point)
  2. 2C5H12O + 15O2 -> 10CO2 + 12H2O

    C 10 C 10

    H 24 H 24

    O 32 O 32

  3. Potassium reacts with Chlorine to produce the ionic solid potassium chloride (KCl). Which elements would you predict would react with Bromine in a similar type of reaction? (1/2 point)
  4. Group 1A, alkali metals, or Li, Na, Rb, Cs, and Fr

  5. What is the formula weight of Sucrose (C12H22O11)? What is the percentage by mass of C, H and O in Sucrose? (1 point)
  6. Formula weight: (12*12.0)+(22*1.01)+(11*16.0) = 144+22.2+176.0 = 342amu

    %C = 144/342 = .421=42.1%

    %H = 22.2/342 = .0650=6.50%

    %O = 176/342 = 0.515=51.5%

  7. How many grams are there in 3.80 moles of Lithium Oxide? (1/2 point) How many moles are there in 100g of Aluminum Sulfide? (1/2 point)
  8. The formula for Lithium Oxide would be Li2O

    Therefore the formula weight is (2*6.94) + 16.0 = 29.9 g/mole

    so:

    3.80 moles * (29.9 g/mole) = 114 g

    The formula for Aluminum Sulfide would be Al2S3

    Therefore the formula weight is (2*27.0) + (3*32.1) = 150 g/mole

    100 g * (1 mole/150 g) = 0.667 moles

     

  9. A certain carbohydrate compound (containing only C, H and 0) is 40.0% C, 6.72% H, and 53.3% O by mass. The experimentally determined molecular mass is 180 amu. What is the empirical and chemical formula for this carbohydrate? (2 points)
  10. Choosing 100g as a convenient mass, we would have 40.0g of C, 6.72g H and 53.3g of O

    40.0 g C * (1 mole/12.0g) = 3.33 moles C

    6.72 g H * (1 mole/1.01g) = 6.65 moles H

    53.3 g O * (1 mole/16.0g) = 3.33 moles O

    Calculating the relative stoichiometry by dividing by the smallest:

    (6.65/3.33) = 2.00 moles H, and 1.0 mole each for C and O

    This yields an empirical formula of CH2O

    This would have an atomic mass of (12.0 + 2.02 + 16.0) = 30 amu

    The actual molecular mass is 180 amu, or (180/30) = 6.0 times that of the empirical formula. Therefore, the chemical formula must be: C6H12O6

  11. Ethanol has the chemical formula C2H5OH (or C2H6O) . If 25.0 grams of ethanol is combusted to completion, producing only CO2 and H2O, how many grams each of CO2 and H2O are produced? (2 points)
  12. The balanced equation for the combustion would be:

    C2H6O + 3O2 -> 2CO2 + 3H2O

    Thus, for one mole of ethanol combusted, the stoichiometric relationship is such that two moles of CO2 and three moles of H2O will be produced.

    From the chemical formula ethanol has a molecular mass of 46.1 g/mole

    25.0g * (1 mole/46.1g) = 0.542 moles ethanol

    The stoichiometric relationships therefore are:

    0.542 moles ethanol * (2 moles CO2 / 1 mole ethanol) = 1.08 moles CO2

    0.542 moles ethanol * (3 moles H2O / 1 mole ethanol) = 1.63 moles H2O

    The masses of CO2 and H2O produced are therefore:

    1.08 moles CO2 * (44.0 g/mole) = 47.5 g CO2

    1.63 moles H2O * (18.0 g/mole) = 29.3 g H2O

  13. In the combustion of ethanol from the above example, how many grams of CO2 would be produced if 20 g of ethanol were combusted with 20 g of O2 ? Which is the limiting reagent? (2 points)
  14. 20.0 g ethanol * (1 mole/46.1 g) = 0.434 moles ethanol

    20.0 g O2 * (1 mole/32g) = 0.625 moles O2

    The amount of O2 required to react completely with the given amount of ethanol:

    0.434 moles ethanol * (3 moles O2 / 1 mole ethanol) = 1.30 moles O2

    The amount of ethanol required to react completely with the given amount of O2:

    0.625 moles O2 * (1 mole ethanol / 3 moles O2) = 0.104 moles ethanol

    Therefore, the limiting reagent is the O2

    With the given amount of O2 we can make:

    0.625 moles O2 * (2 moles CO2/3 moles O2) = 0.417 moles CO2

    0.417 moles CO2 * (44 g/mole) = 18.3 g CO2

  15. What is the molarity of a solution of LiOH made by dissolving 5.7 g of LiOH in 23.8 mls of H2O? (1/2 point)
  16. 5.7 g LiOH * (1 mole/23.9 grams) = 0.238 moles LiOH

    0.238 moles / 0.0238 liters = 10.0 moles / liter (i.e. 10.0 M)

  17. You have a stock solution of 8.5 M NaOH and an unlimited amount of pure water. How would use these two to make a 0.5 liter solution of 0.5 molar NaOH? (1/2 point)

(0.5 liters) * (0.5 moles/liter) = (x liters) * (8.5 moles/liter)

x = 0.0294 liters of the 8.5M stock solution

Therefore, you would combine 0.0294 liters (29.4 mls) of the 8.5M stock solution with (0.5L – 0.0294L) = 0.471 liters of pure water