← Teacher guide

Would you weigh less on the Moon?

Students distinguish mass (kg) from weight (N), explain gravitational force as depending on mass, and calculate weight = mass × g in different places (AC9S7U04, node 4, a hinge node).

Year 7 Physics · Forces and motion · about 25 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 and Explore 6 min · Explain 10 min · Evaluate 3 min · Typical adds 4 min, Wider about 3 min

Before class

A concept tutorial for introducing or revising the idea; it does not replace weighing masses with a newton meter. Set the width with ?width=minimum, typical (default) or wider.

The hinge risk is mass/weight confusion, which breaks F = ma in Year 10. Insist on units every time: kg for mass, N for weight.

Board notes: g values are rounded (Earth 9.8, Moon 1.6, Mars 3.7, Jupiter 24.8 N/kg). Jupiter has no solid surface; the rover question says "if it could land".

Running the lesson

  1. Engage: ask anyone who chose 0 kg why; 'no gravity on the Moon' is common (there is gravity, just less).
  2. Explore: have students say aloud 'mass stays, weight changes' while switching places.
  3. Explain: the number checks need units in discussion even though the box takes a number.
  4. In your own words: the 'I weigh 50 kg' paragraph is the evidence.

The hard part (on purpose)

Keeping mass (kilograms, the same everywhere) apart from weight (newtons). When a student says mass changes on the Moon, ask whether any matter left the astronaut on the trip.

When students get stuck

What you will seeA question to askThe fix
A student says mass changes on the Moon.Did any matter leave the astronaut on the trip?No. Same matter, same mass. Only the pull of gravity (weight) changes.
A student gives weight in kilograms.Is weight a force? What unit do forces have?Newtons. Kilograms are for mass.
A student says there's no gravity in space or on the Moon.Why does the astronaut land again after jumping?The Moon's gravity pulls her back, just more weakly (1.6 N/kg).

Answers to the checks

  1. Engage: an astronaut's mass: An astronaut has a mass of 60 kg on Earth. She flies to the Moon. What is her mass there?
    Still 60 kg: she is made of the same matter. Her weight (the pull of gravity on her) is what changes: about 96 N on the Moon instead of about 588 N on Earth.
  2. Explore: Earth, Moon, Mars: Find the 60 kg astronaut's weight on the Moon.
  3. Which is which: Mass or weight?
    Measured in kilograms (kg) → Mass; Measured in newtons (N) → Weight; The same on Earth and on the Moon → Mass; A force, pulling towards the planet → Weight; How much matter an object has → Mass; Changes if g changes → Weight
  4. Weight on Earth: A 5 kg bag on Earth (g = 9.8 N/kg). What is its weight, in N?
    49
    Weight = mass × g = 5 × 9.8 = 49 N.
  5. Weight on Mars: The same 5 kg bag on Mars (g = 3.7 N/kg). Its weight, in N?
    18.5
    5 × 3.7 = 18.5 N. Same mass, smaller weight.
  6. Why the Moon pulls less: Why is the astronaut's weight smaller on the Moon?
    The Moon has much less mass than Earth, so its gravity pulls less (smaller g)
    Gravity depends on mass. The Moon has about 1/80 of Earth's mass, so its g is only 1.6 N/kg.
  7. Mix it up: Looking back at balanced forces: a 2 kg bag hangs still from a spring balance. Its weight is about 20 N. What force does the spring pull up with?
    About 20 N: the forces are balanced
    The bag is still, so the forces are balanced: the spring pulls up with a force equal to the weight, about 20 N.
  8. Weigh the rover: Find the weight of a 900 kg rover on Jupiter.
  9. Built for Mars: A rover's wheels are designed for its weight on Mars. It is sent to Jupiter instead (if it could land). What is the problem?
    Its weight would be over six times bigger, so its wheels and legs might collapse
    24.8 ÷ 3.7 ≈ 6.7, so its weight would be nearly seven times bigger.
  10. Elaborate: do heavy things fall faster?: On the Moon (no air), an astronaut dropped a hammer and a feather together (Apollo 15, 1971). What happened?
    They hit the ground together
    The heavier hammer is pulled harder, but it also has more mass to get moving, so both speed up at the same rate. Air resistance is what makes feathers fall slowly on Earth.

Solutions

One possible solution for each task. Other correct programs are fine.

Elaborate: a rover on Jupiter › Weigh the rover

Open task: any program that does what the step asks.

Elaborate: a rover on Jupiter › Built for Mars

Open task: any program that does what the step asks.

Stretch and support

Stretch: Bathroom scales show kilograms. What are they really measuring, and why would they be wrong on the Moon?

Support: Give a two-column card: Mass (kg, matter, same everywhere) and Weight (N, force, depends on g).

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 7 student in Australia. Help me understand ONE idea only, from the lesson "Would you weigh less on the Moon?".

The idea: Gravitational force and mass: I can distinguish mass from weight, explain gravitational force as dependent on mass, and calculate weight from mass.

What understanding looks like:
- Correctly distinguishes mass from weight with definitions
- Calculates weight correctly given mass and g
- Explains gravitational force as dependent on mass — not just Earth's pull

Mistakes students often make here:
- A student says mass changes on the Moon.
- A student gives weight in kilograms.
- A student says there's no gravity in space or on the Moon.

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 (Unbalanced forces and changes in motion), 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 "Would you weigh less on the Moon?".

Exit ticket

A 2 kg rock on Earth (g = 9.8 N/kg). What are its mass and its weight on the Moon (g = 1.6 N/kg)?

Mass 2 kg (unchanged); weight 2 × 1.6 = 3.2 N.

What each step is for

Where it leads

Next: relating force, mass and motion (node 5), a class task in the unit primer. In Year 10, F = ma uses mass, not weight.

In class: newton meters and 100 g masses (about 1 N each); the Apollo 15 hammer and feather video.