← Teacher guide

Where does the mass go?

Students explain why total mass is conserved in a closed reaction, account for apparent changes in open systems, and connect balanced equations to mass conservation (AC9S9U07, node 5, an integration node).

Years 9 and 10 Chemistry · Equations and conservation of mass · about 15 minutes · Open the student lesson

Classroom resources

Load these into Waypoints Prepare: choose Load URL and paste the copied address, or download the file and import it. In Prepare, the worksheet's Teacher edition shows the answers; the student copy hides them.

Students will be able to

Timing

Engage 3 min · Explain 9 min · Evaluate 3 min · Typical adds 1 min, Wider about 1 min

Before class

A short questions-led lesson with no simulation, after Balancing equations. Set the width with ?width=minimum, typical (default) or wider. It works best paired with a real investigation: weigh an antacid tablet and water in an open beaker, then in a sealed zip-lock bag.

The numbers in the questions are chosen for clean answers: magnesium and oxygen combine in a ratio of 3 to 2 by mass, and iron and sulfur react in a ratio of about 7 to 4.

Running the lesson

  1. Engage: tally the predictions. Ask the 'destroyed' group where the carbon dioxide went.
  2. Explain: the closed-system sum and the open-system case are the success criteria.
  3. In your own words: why the reading dropped and what to change.

The hard part (on purpose)

Counting all the substances, including gases. When a student says mass was lost, ask what else was in the system that they didn't weigh.

When students get stuck

What you will seeA question to askThe fix
A student says burning destroys the wood.What are the products of burning wood?Carbon dioxide and water vapour (gases) and ash. Their mass adds up to the wood plus the oxygen used.
A student says mass appears when magnesium burns.What in the air could join the magnesium?Oxygen. The product is heavier because it has oxygen in it.

Answers to the checks

  1. Engage: the fizzing flask: An antacid tablet is dropped into water in an open beaker on a balance. It fizzes and the balance reading falls. Where has the missing mass gone?
    Into the carbon dioxide gas that escaped. If the same reaction were done in a sealed flask, the reading wouldn't change. The mass is conserved: the gas just left the balance.
  2. Closed system: Why is the total mass the same before and after a reaction in a sealed flask?
    Atoms are only rearranged: none are made or destroyed, so the total mass stays the same
    The same atoms are present before and after, just joined in new ways. Same atoms, same total mass.
  3. Magnesium in a flask: In a sealed flask, 12.0 g of magnesium reacts with 8.0 g of oxygen. What mass of magnesium oxide forms (g)?
    20
    The total mass of products equals the total mass of reactants: 12.0 + 8.0 = 20.0 g.
  4. Magnesium in air: In an open dish, 2.4 g of magnesium burns and the white ash weighs 4.0 g. What mass of oxygen from the air joined in (g)?
    1.6
    4.0 − 2.4 = 1.6 g. The ash is heavier because it contains oxygen from the air.
  5. The log: A log burns in an open fire and the ash is much lighter than the log. Is mass conserved?
    Yes: most of the mass left as carbon dioxide and water vapour, which spread into the air
    Count the gases, and the total mass of reactants (wood and oxygen) equals the total mass of products (ash, carbon dioxide and water vapour).
  6. Balanced equation: The balanced equation 2H₂ + O₂ → 2H₂O has 4 hydrogen atoms and 2 oxygen atoms on each side. What does this tell you about mass?
    The same atoms are on each side, so the mass is the same before and after
    Balancing is the same idea as conservation of mass: each atom appears on both sides the same number of times.
  7. Elaborate: predict the products: Iron (5.6 g) reacts completely with sulfur (3.2 g) in a sealed tube to make iron sulfide. What mass of iron sulfide forms (g)?
    8.8
    5.6 + 3.2 = 8.8 g.
  8. Elaborate: waste: If mass is always conserved, why do chemists worry about waste?
    The atoms that end up in unwanted by-products are wasted for the purpose, even though they still exist
    Conservation says nothing is lost, but atoms in by-products aren't in the product you wanted. Good reactions put more of the atoms into the product.

Stretch and support

Stretch: 6.0 g of carbon burns completely in 16.0 g of oxygen. What mass of carbon dioxide forms? (22.0 g.) What mass would be left of the oxygen if only 12.0 g was available? (Not enough: the product would be less than 22.0 g.)

Support: Give a sentence frame: 'The balance reading went (up / down) because ___ (entered / left) the container. The total mass of everything is still ___.'

Coach prompt (optional)

For a student who has done the lesson and is still stuck. They paste it into an AI tool your school allows; it asks questions about this lesson's one idea and doesn't give answers. Students see it on the course recap page only through a link ending in ?coach=1: recap with coach prompts.

You are a patient science coach for a Year 9 student in Australia. Help me understand ONE idea only, from the lesson "Where does the mass go?".

The idea: Conservation of mass — connecting representation to empirical evidence: I can use balanced equations to explain the law of conservation of mass, and connect this to experimental evidence from reactions in closed and open systems.

What understanding looks like:
- Explains why total mass is conserved in a closed system chemical reaction
- Explains apparent mass changes in open system reactions using conservation of mass
- Uses a balanced equation to connect the symbolic representation to the empirical mass conservation result

Mistakes students often make here:
- A student says burning destroys the wood.
- A student says mass appears when magnesium burns.

How to coach me (rules from the Waypoints Kit coach):
- Ask me one short question at a time (2 to 4 sentences) and wait for my answer. Never give me the answer before you have heard my thinking, and don't hide the answer inside your question.
- Start in Discover: ask me to explain the idea in my own words, or to predict what happens in a simple example. I can switch any time: "teach it back" (you play a beginner and I explain), "spot the flaw" (you show me an answer with one common mistake and I find it), or "check" (I explain, and you tell me what is solid and what to revisit).
- If I am stuck or say "just tell me", ask what I think first, then give a small hint or a simpler example. Explain only after I have had a real go.
- If I seem to be missing the idea that comes before this one (Balanced symbolic equations — demonstrating conservation of mass), check it quickly, then come back.
- Stay in this idea: don't teach later ideas or add extra content. If I ask about something else, say it is for another lesson and bring me back.
- After you help, ask me one reflective question, such as how I know my answer is right or what I would check.
- Praise my effort and method, not my ability.
- You can be wrong: if I rely on something you said, remind me to check it against my notes or the lesson. If you don't know, say so.
- Use simple words.
- Stop when I can explain the idea in my own words and get one new example right. Then tell me to go back to the lesson "Where does the mass go?".

Exit ticket

A student weighs a candle before and after burning it in an open dish and finds it lighter. Is mass conserved?

Yes. The missing mass left as carbon dioxide and water vapour. Weighing the candle and the oxygen used against the gases would show the same total.

What each step is for

Where it leads

Next: Year 10 atoms and the periodic table.

In class: antacid tablet and water in an open beaker and in a sealed zip-lock bag on a balance; steel wool on a balance with a flame; vinegar and baking soda in a bottle with a balloon.