Both initially move to the right. Assume horizontal friction and air resistance are negligible.
Choose an idea and let the experiment decide. You can also start observing straight away.
02 / TEST YOUR INTUITION
One bench. Two experiments.
Ideal frictionless model · Ground frame approximately inertial
FIG. 01 / INERTIA
Moving-tray experiment
Block: is the clamp attached?Watch contact: when does the brake pad engage?
Ground frame · Scale fixed to the baseReady to observe
Press the brake to start. Select the block to toggle its clamp.Tracking close-ups share the main view’s state · Mechanism schematic, not a force scale
Tray ground velocity0.40m/s
Block ground velocity0.40m/s
Net horizontal force0.00N
Forward shift relative to tray0.00m
Playback speed
Watch once, then change the conditions. Drag the timeline to inspect each moment.
Explore the evidence: velocity and force +
Read velocity at the same instant
— Block– – Tray··· Saved massGround frame · m/s
The free block keeps its velocity while the tray slows during braking.
Show only real forces
Arrows indicate direction; labels give magnitude. Horizontal and vertical lengths use different scales.
Which is not a real force acting on the block?
Correct: inertia is a property, not an extra force. Gravity, support from the air cushion, and contact with the pusher or clamp are actual interactions.
Weight and support balance. With friction neglected, the net horizontal force is zero.
03 / EXPLAIN WHAT HAPPENED
Inertia is a property. Not a forward push.
The tray and block initially move together. Braking slows the tray, but the free block has no net horizontal force, so its velocity stays constant. Relative to the slowing tray, it moves forward.
Clamping the block to the tray changes this: the clamp transmits a backward force and the block slows too.A net force is needed to change velocity.
In an inertial frame, an object with zero net force stays at rest or moves in a straight line at constant speed.
Go deeper: reference frames and equations
The ground is approximately an inertial frame here. The braking tray is an accelerating frame. Relative acceleration in the tray frame does not, by itself, imply a real force in that direction.
v(relative) = v(block) − v(tray) ΣF = 0 ⇒ a = 0 ⇒ v is constant
Zero net force can mean that several forces balance, not that no forces exist. The block’s weight and upward support balance vertically.
04 / ASK A LITTLE MORE
More mass, less change?
The same horizontal force, for the same duration. Change the mass and compare the change in velocity.
Constant force 0.40 N for 0.50 s, starting from rest
Mass
Acceleration during push
Velocity after release
0.25 kg
1.60 m/s²
0.80 m/s
0.50 kg
0.80 m/s²
0.40 m/s
1.00 kg
0.40 m/s²
0.20 m/s
A larger mass has a smaller acceleration under the same force. Speed does not determine inertia. Nor does a heavier object always travel farther in every situation.
05 / TAKE IT BACK TO EVERYDAY LIFE
Back on the bus.
01 — Braking
Why does your body lean forward?
As the vehicle slows, your body tends to keep its previous velocity. Contact with the floor, seat or seat belt then slows it. Leaning also involves posture and rotation; block displacement cannot directly predict a person’s movement.
02 — Starting
Why do you lean backward instead?
As the vehicle accelerates forward, your feet move with it while your upper body tends to remain at rest. Relative to the vehicle, you lean backward.
03 — On a table
But real blocks do stop, don’t they?
Friction and air resistance change velocity in the real world. “Frictionless” is an ideal condition that helps isolate cause and effect, not a claim that resistance never exists.
06 / CAN YOU EXPLAIN A NEW SITUATION?
Take your understanding beyond the bench.
3 questions · Try as often as you like
QUESTION 01 / ZERO NET FORCE
A block moves right with zero net horizontal force. What happens next?
Read the explanation
It keeps its original velocity to the right. Zero net force means unchanged velocity, not zero velocity.
QUESTION 02 / A DIFFERENT DIRECTION
The tray suddenly accelerates right. Which way does a free block move relative to it?
Read the explanation
Backward. The block tends to keep its original ground velocity while the tray speeds up ahead of it.
QUESTION 03 / A FAIR COMPARISON
The same constant force acts for the same duration. Which block changes velocity the least?
Read the explanation
The 1.00 kg block. Under the same force for the same duration, greater mass means a smaller change in velocity.
This idealised model describes horizontal straight-line motion. It neglects friction between block and tray and air resistance; vertical forces balance. Braking has constant acceleration and the clamp is rigid. The apparatus is illustrative, not a particular product, human-body or collision simulation. Pausing at the end of the observation window does not mean a moving block has stopped.
Explanations come from the model state, not a live AI service. All values use the same analytical model; changing playback speed does not change the physics.