Equations for horizontally launched projectiles
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Equations for horizontally launched projectiles. Horizontal Motion Δx = V x Δt V x = V xi = constant Vertical Motion Δy = +½ g •(Δt) 2 V yf = +g •Δt V yf 2 = +2g •Δy Overall Final Velocity V f 2 = V x 2 + V yf 2. Equations for Projectiles Launched at an Angle.

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Equations for horizontally launched projectiles
Equations for horizontally launched projectiles

Horizontal Motion

Δx = VxΔt

Vx = Vxi = constant

Vertical Motion

Δy = +½ g •(Δt)2

Vyf = +g •Δt

Vyf2 = +2g •Δy

Overall Final Velocity

Vf2 = Vx2 + Vyf2


Equations for projectiles launched at an angle
Equations for Projectiles Launched at an Angle

Δx = Vi (cosθ) •Δt

Vxi = Vi (cosθ)  remains constant

Vyi = Vi(sinθ)

Δy = Vi(sinθ) • Δt + ½ g •(Δt)2

Vyf = Vi(sinθ) + g •(Δt)

Vyf2 = Vi2(sinθ)2 + 2g •(Δy)

Overall Final Velocity

Vf2 = Vx2 + Vyf2


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