← General Chemistry

Unit 1: Measurement and the Language of Matter

How chemists sort the physical world into elements, compounds, and mixtures, and the measurement habits that keep every number honest.

7 topics · 25 questions

Each topic is a path, not a menu: work down it in order and every question builds on the one above. Click any of them to watch the answer draw itself.

1.2 Classifying Matter: Elements, Compounds, and Mixtures

  1. How it worksHow do you tell a homogeneous mixture apart from a heterogeneous one just by looking at it?
  2. How it worksWalk me through separating a mixture of sand, table salt, and iron filings into its three parts.
  3. Common mistakeWhy isn't air one pure substance even though it looks and behaves like a single gas?
  4. Going furtherWhat happens to a solution's classification once you keep dissolving solute past the saturation point?
Your turn1 of 2
Air is made mostly of nitrogen and oxygen gas, thoroughly mixed. Why isn't air classified as a pure substance?

1.3 Physical and Chemical Changes

  1. How it worksHow can you tell whether a change is physical or chemical just from what happens to the substance afterward?
  2. Worked exampleWalk me through classifying five everyday changes, from boiling water to rusting iron, as physical or chemical.
  3. Common mistakeWhy isn't dissolving sugar in tea a chemical reaction even though the sugar seems to disappear?
Your turn1 of 2
Iron left outside slowly turns to reddish-brown rust. What tells you this is a chemical change rather than a physical one?

1.5 Precision, Accuracy, and Measurement Uncertainty

  1. How it worksHow does reading a graduated cylinder to one estimated digit build uncertainty into every measurement?
  2. Common mistakeWhy isn't a highly precise measurement automatically an accurate one?
  3. Going furtherWhat happens to a data set's precision and accuracy once an instrument develops a consistent calibration error?
Your turn1 of 2
Four dart throws all land clustered tightly together, but far from the bullseye. What does this scenario best illustrate?

1.4 SI Units and Dimensional Analysis

  1. How it worksHow do conversion factors let you cancel units all the way from one system into another?
  2. Worked exampleWalk me through converting a medicine dose of 15 milligrams per kilogram into grams per pound.
  3. Worked exampleFind how many seconds are in exactly 2.5 days using nothing but a chain of unit conversions.
  4. Common mistakeWhy isn't multiplying a quantity by a conversion factor changing the actual size of that quantity?
Your turn1 of 2
A car travels at 114 kilometers per hour. What is its speed in meters per second?

1.6 Significant Figures in Measurements and Calculations

  1. How it worksHow do you decide which digits in a measurement like 0.02040 actually count as significant?
  2. Common mistakeWhy do addition and multiplication use two completely different rules for counting significant figures?
  3. Worked exampleFind the answer to 4.56 times 1.4 reported to the correct number of significant figures.
  4. Worked exampleFind the sum of 12.11, 18.0, and 1.013 keeping only the digits the three measurements actually support.
Your turn1 of 2
A calculation multiplies 4.56 (3 significant figures) by 1.4 (2 significant figures). How many significant figures should the reported answer have, and why?

1.4 Density as a Physical Property

  1. How it worksHow does dividing mass by volume give every pure substance its own fingerprint number?
  2. Worked exampleFind the density of a 47.5 gram metal sample that displaces 6.35 mL of water when dropped in.
  3. Going furtherWhat happens to an object's measured density once it's heated enough to expand?
  4. Ties togetherHow does the density of ice versus liquid water connect back to the hydrogen bonding that shapes both?
Your turn1 of 2
A 142 gram sample of metal displaces 16.75 mL of water when dropped into a graduated cylinder. Find its density.

1.4 Temperature Scales and Conversions

  1. How it worksHow do you convert a temperature between Celsius, Kelvin, and Fahrenheit without mixing up the formulas?
  2. Worked exampleFind the Kelvin temperature that corresponds to a summer day at 98.6 degrees Fahrenheit.
  3. Common mistakeWhy isn't a temperature of 0 degrees Celsius the same thing as a temperature of zero energy?
Your turn1 of 2
Convert 127 degrees Celsius to Kelvin.