Projectile Height Calculator
Calculate the maximum height reached by a projectile using H = v² * sin²(theta) / (2 * g).
Maximum Height
34.40 m
Maximum Height vs Launch Velocity
सूत्र
## Maximum Projectile Height The peak altitude of a projectile depends on the vertical component of its launch velocity. ### Formula **H = v² * sin²(theta) / (2 * g)** The time to reach the peak is **t_peak = v * sin(theta) / g**.
हल किया गया उदाहरण
A ball is launched at 30 m/s at 60 degrees.
- 01H = v² * sin²(theta) / (2g)
- 02H = 900 * sin²(60°) / (2 * 9.81)
- 03H = 900 * 0.75 / 19.62
- 04H = 675 / 19.62
- 05H = 34.40 m
अक्सर पूछे जाने वाले प्रश्न
At what angle is maximum height achieved?
A 90-degree launch (straight up) gives the greatest height, since all velocity goes into the vertical component.
How long does the full flight take?
Total flight time is twice the time to peak: T = 2 * v * sin(theta) / g, assuming launch and landing heights are the same.
Does launch height affect this formula?
This formula assumes launch from ground level. If launched from a height h0, the maximum altitude above the ground is H + h0.
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