johnnyphung / chem51 / 01:_Chapter_Notes / Chap_01

Chap 01

WHAT IS CHEMISTRY?

Gas: air, oxygen
Liquid: water, gasoline, vinegar, orange juice,
Solid: rocks, charcoal, table salt, sugar, wood, baking soda

Burning of charcoal

charcoal + oxygen ??? carbon dioxide

Burning of gasoline

gasoline + oxygen ??? carbon dioxide + water vapor

Fermentation of grape juice

glucose ??? ethyl alcohol + carbon dioxide
(in water) (in water)

Souring of wine

ethyl alcohol + oxygen ??? acetic acid
(in water) (from air) (in water)

THE SCIENTIFIC METHOD

Examples:

Identify each of the following as an observation, a hypothesis, an experiment or a conclusion:
  1. Drinking coffee at night keeps me awake.
  2. I will try drinking coffee only in the morning.
  3. If I stop drinking coffee in the afternoon, I will be able to sleep at night.
  4. When I drink decaffeinated coffee, I sleep better at night.
  5. I am going to drink only decaffeinated coffee.
  6. If I stop drinking coffee in the afternoon, I will
  7. I sleep better at night because I stopped drinking caffeinated drinks.
  8. I sleep better at night because I stopped drinking
    caffeinated drinks.

KEY MATH SKILLS & CONCEPTS

Calculating Percentages:

To determine a percentage, divide the parts by the total (whole) and multiply by 100. For example, if an aspirin tablet with a mass of 545 mg has 325 mg of active ingredient, the percentage of aspirin (active ingredient) in the table can be calculated as shown below:

Solving Equations:

In chemistry, we use equations that express the relationship between certain variables. Solving for the variable in these equations are important, as they represent the information desired. As an example, the steps below shown how to solve for x in the equation
combine like terms:
isolate the variable

Examples:

  1. A bag of gumdrops contains 16 orange gumdrops, 8 yellow gumdrops and 16 black gumdrops. What is the percentage of each color of gumdrops in a bag?
  2. Solve each equation below for m :
    a)
    b)

SCIENTIFIC NOTATION

General form:

  1. Move the decimal point in the original number so that it is located after the first nonzero digit.
  2. Follow the new number by a multiplication sign and 10 with an exponent (power).
  3. The exponent is equal to the number of places that the decimal point was shifted.
  4. For numbers smaller than 1 , the decimal moves to the right and the power becomes negative.

Examples:

  1. Write 6419 in scientific notation:
  2. Write 0.000654 in scientific notation:
  1. Change numbers to exponential form.
  2. Multiply or divide coefficients.
  3. Add exponents if multiplying, or subtract exponents if dividing.
  4. If needed, reconstruct answer in standard exponential notation.

Examples:

  1. Multiply
  1. Divide 30,000 by 0.006

Follow-up Problems: