Eighth Grade · Science · week 7

Introducing momentum

Define momentum as mass times velocity, compute momentum, and explain why momentum makes some collisions harder to stop than others.

Momentum measures how hard it is to stop something moving: p = m x v, in kilogram-meters-per-second (kg*m/s). A loaded truck at a modest speed can have far more momentum than a bicycle flying much faster, because momentum depends on both mass and speed.

Momentum matters most in collisions. The total momentum of everything involved stays the same before and after -- conservation of momentum. If a moving ball hits a still one and stops dead, the still ball speeds away carrying the momentum the first ball lost.

📋 For the teacher
Teach it (10–15 min):
  • Roll two balls of very different mass at similar speeds and let them feel how much harder the heavier one is to stop.
  • Keep distinguishing momentum from speed out loud: something can be fast with little momentum, or slow with huge momentum.
  • Introduce conservation of momentum with a simple collision (one marble into a resting one) and ask where the momentum went.
Talk about it:
  • Why can a slow-moving truck have more momentum than a fast-moving bicycle?
  • What does it mean for momentum to be "conserved" in a collision?

Mastery looks like: They compute momentum from mass and velocity, and explain why a more massive or faster object has more momentum and is harder to stop.

Common stumbles: Treating momentum as the same thing as speed and ignoring mass; forgetting momentum can transfer between objects during a collision.

Homework for this lessonType it, write it with a stylus, or print it for pencil & paper.open →
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