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Forces and Motion

Inertia and Newton's first law

Things keep moving because nothing stops them

Brake hard and your coffee lunges toward the windshield. Stand on a bus that pulls away and you lurch backward into the person behind you. Nobody pushed the coffee or you. Understanding why nobody had to is the first real law of motion.

In the last three lessons we learned to describe motion: position, velocity, acceleration. Now we ask what changes it. The everyday answer hides a trap, and clearing that trap is what this lesson is for. We start by naming the thing that does the changing.

First, what a force even is

You already have a body-level sense of this. Shove a heavy box across the floor and you feel yourself doing something to it. Pull a door open, tug a rope, kick a ball: in each case you push or you pull, and something about the motion changes. That is all a is: a push or a pull of one thing on another. No equation yet. Just notice what a force does in every one of those cases. It gets something moving, stops it, speeds it up, slows it down, or turns it. A force changes motion.

Here is the trap. It feels obvious that a force is also what keeps a thing moving. Stop pushing the box and it stops. Stop pedaling and the bike coasts to a halt. So surely motion needs a continuous push to continue? That intuition is exactly the one this lesson overturns, and it is the single most common wrong idea beginners hold about motion.[3]

A puck is gliding across perfectly smooth, frictionless ice at a steady speed. No one is touching it. What does it do?

Play first: what actually stops the puck

Give the puck one shove and let go. Change the surface from carpet to ice, then flip on the space mode, which removes friction entirely. Watch how far it travels before stopping, and notice the only arrow that ever appears once you let go.

Shove the puck once and let go. On a rough surface friction drags it to a stop; on frictionless ice or in space nothing stops it. The track loops so a free glide stays on screen.
speed = 0.0 m/snet force = 0 N

At rest. One shove starts it; friction will bring it back to rest.

On carpet the puck barely moves before the red friction arrow drags it to rest. On ice it slides a long way. In space, with no friction at all, it never stops. Same shove every time. The only thing you changed is how much friction opposes it, and friction is a force. When you remove that force, the motion simply continues.

Newton's first law: motion needs no cause, change does

We just derived a law by subtraction. Strip away friction and the coasting has no end. So the natural state of a thing is not rest. It is , and rest is just the special case where that constant velocity happens to be zero. This is : a body keeps doing what it is doing, at rest or moving straight at a steady speed, until a net force acts on it.[1]

The wrong intuition, corrected

The rolling ball from the very first lesson does not slow down because "moving things naturally stop." It slows because friction, a real force you could not see, is pushing back on it the whole time. Take friction away and the ball rolls forever. Motion does not need a cause. Only a change in motion does. See what physics is for where that intuition first showed up.

The name for this stubbornness is : the tendency of a thing to keep its velocity. The word for the total push or pull, once you add up every force acting, is the . Newton's first law, sharpened: if the net force is zero, the velocity does not change, full stop.

Back to the coffee and the seatbelt

Now the opening scenes explain themselves. When the car brakes, the cup and the coffee were moving forward, and nothing suddenly pushed the coffee backward. By inertia it keeps moving forward while the car slows underneath it, so it climbs the front wall of the cup. In a crash your body is the coffee. The car stops against the wall, but you keep moving forward at the speed you were going, until something applies a force to stop you too. A is that something. It exists precisely because inertia would otherwise carry you into the windshield.

Where this goes next

Newton's first law says a net force changes motion but not by how much. The next lesson, force, mass, and acceleration, turns "a force changes motion" into an exact number, and simulating motion turns that number into code.

Lock it in

  • A force is a push or a pull; its job is to change motion, not to sustain it.
  • Newton's first law: a body keeps its velocity, at rest or moving straight at constant speed, until a net force acts.
  • Inertia is the resistance to any change in motion. On real surfaces, friction is the hidden force that made motion look like it needs pushing.
  • A seatbelt matters because in a crash your body keeps moving forward by inertia until a force stops it.

Check yourself

A puck slides at constant speed across frictionless ice. What is the net force on it?

Why is a seatbelt necessary in a sudden stop?

Why does a puck on frictionless ice never need a force to keep gliding?

It comes straight from the first law. Try to state it, then check.

Match each situation to the net force on the object.

drop here

zero net force

drop here

net force forward, along the motion

drop here

net force backward, against the motion

Primary source

Feynman Lectures on Physics, Volume I, Chapter 9 (Newton's Laws of Dynamics)

Feynman opens dynamics with inertia, the idea that a body left alone keeps its motion, exactly the law we reached by removing friction.[1] For the misconception itself, and how stubbornly it persists, the Force Concept Inventory is the classic diagnostic.[3]

Sources

  1. 1.Feynman Lectures on Physics, Volume I, Chapter 9 (Newton's Laws of Dynamics)
  2. 2.OpenStax, University Physics Volume 1, Chapter 5 (Newton's Laws of Motion)
  3. 3.Hestenes, Wells, and Swackhamer, Force Concept Inventory (PhysPort)