Motion Basics
Particle Model
Scalars & Vectors
Coordinate System
Position–Time Graphs
100

How do you know something is moving?

Its position changes with time.

100

What does each dot in a particle model represent?

The object’s position at a specific time.

100

Define scalar.

Quantity with magnitude only.

100

What is the 'origin' in a coordinate system?

The point where position = 0.

100

What is on the x-axis of a position–time graph?

Time.

200

Name one type of motion other than straight-line motion.

Circular, vibration, back-and-forth.

200

What would a particle model of a parked car look like?

A: Dots all at the same place.

200

Define vector.

Quantity with magnitude and direction.

200

If a runner moves from 0 m to 5 m east, what is their displacement?

A: +5 m east.

200

What is on the y-axis of a position–time graph?

Position.

300

What two things are always part of describing motion?

Place (position) and time.

300

What does the spacing between dots in a motion diagram tell us?

The speed (close = slow, far apart = fast).

300

Give an example of a scalar.

Distance, time, mass, temperature.

300

If a runner moves 10 m east and 10 m west, what is total distance and displacement?

Distance = 20 m, displacement = 0.

300

What does the slope of a position–time graph represent?

Velocity.

400

Give a real-life example of motion you see every day.

Walking, cars, clocks, etc.

400

Which is simpler: motion diagram or particle model? Why?

Particle model; it reduces objects to dots.

400

Give an example of a vector.

Displacement, velocity, force.

400

What symbol is used for displacement?

Δx.

400

If two lines cross on a position–time graph, what does it mean?

The two objects are at the same place at the same time.

500

What is the difference between motion diagram and particle model?

Motion diagram shows positions at intervals; particle model replaces object with dots.

500

How could you represent a bouncing ball in a motion diagram?

Dots up and down, changing direction.

500

Which is a vector: speed or velocity? Why?

Velocity, because it includes direction.

500

Two vectors: 3 m east + 5 m west. What is the resultant displacement?

-2 m West

500

A runner is at 2 m at 0 s, and at 10 m at 4 s. What is their velocity?

(10–2) ÷ (4–0) = 2 m/s.

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