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Level 2
🔥 3
L1
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MATHS
LAUNCH

Real maths. Real science. No boring textbooks.

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3 days
STREAK
1
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Rocket Science

Aerospace • 4 Lessons • 630 XP

MISSION BRIEF

Every rocket launch is a maths problem. The trajectory of a projectile — whether it's a cricket ball or a SpaceX Falcon 9 — follows a quadratic curve. In this module, you'll master the equations that NASA engineers use every day to put humans in space.

LESSON 1 OF 4 INTERACTIVE

Launch Angle & Trajectory

Discover how quadratic equations define the flight path of every projectile

KEY CONCEPT

When you launch something at an angle, gravity pulls it back down. The path it traces is called a parabola — the exact same shape as a quadratic equation: y = ax² + bx + c

NASA uses this equation every single launch. Now it's your turn — adjust the angle and velocity below to hit the target. Watch how the maths changes in real time.

PROJECTILE SIMULATOR

Adjust angle & velocity to hit the target

✓ TARGET HIT! +100 XP

THE MATHS BEHIND YOUR LAUNCH

// Quadratic trajectory equation:
y = x·tan(θ) − (g·x²) / (2·v²·cos²(θ))
// Your values:
θ = 45°, v = 50 m/s, g = 9.81 m/s²
MAX HEIGHT
0 m
RANGE
0 m
CHALLENGE +80 XP

Which equation gives the vertical position of a projectile?

Consider θ as launch angle, v as initial velocity, g as gravity, t as time.