
Trajectory Launch
A projectile's launch angle and power determine a predictable parabolic path; the apex and landing point can be read from that curve and represented by a quadratic equation.
PhysicsAges 11-13~10 min🎙️ Voice tutor
Play freeNo account needed

What your child will figure out
- Adjust launch power while holding angle constant and use the changing preview to predict horizontal range.
- Adjust angle and power together to place the apex above an obstacle and the descending path on a target.
- Identify the apex as the point where vertical velocity changes from upward to downward while horizontal motion continues.
- Connect the visible projectile parabola to a quadratic of the form y = ax² + bx + c in generated transfer flights.
The levels
- Power run
Predict, launch, observe, and explain how power changes range while the 45° angle stays fixed.
- Angle alley
Predict, launch, observe, and explain how angle changes both apex height and reach while power stays fixed.
- Cloud clearance
Use the apex to clear a storm-cloud obstacle, land in the ring, and explain the change from rising to falling.
- Far ridge transfer
Transfer angle-power reasoning to a novel farther target with no locked dial, then identify the whole path as a predictable parabola.
Ready when they are.
Play Trajectory Launch free — no account, no card.
Play Trajectory Launch free