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Physics Notes: Kinematics and Projectile Motion - Prof. Hans Robinson, Study notes of Physics

Formulas and equations for understanding concepts of average and instantaneous velocity, acceleration, projectile motion, circular motion, and newton's first law. Learn about kinematic equations, projectile trajectories, and circular motion with examples.

Typology: Study notes

Pre 2010

Uploaded on 10/01/2009

agage
agage 🇺🇸

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Download Physics Notes: Kinematics and Projectile Motion - Prof. Hans Robinson and more Study notes Physics in PDF only on Docsity! Average Velocity = Δx/Δtx/ΔtΔx/Δtt Instantaneous Velocity = dx/Δtdt Average Acceleration = Δx/Δtvx/ΔtΔx/Δtt Instantaneous Acceleration = dvx/Δtdt Kinematics (constant acceleration) vx = v0x + axΔx/Δtt x = x0 + v0xt + (1/Δt2)axΔx/Δtt2 vx2 = v0x2 + 2ax(x - x0) (x – x0) = ((v0x + vx)/Δt2)t Projectile Motion x = x0 + v0xΔx/Δtt y = y0 – v0yΔx/Δtt – (1/Δt2)gΔx/Δtt2 vy = v0y + gΔx/Δtt x = (v0cosα0)t y = (v0sinα0)t – (1/Δt2)gt2 vx = v0cosα0 vy = v0sinα0 - gt Range = (v02sinα0)/Δtg Height = (v02sin2α0)/Δt2g Hang Time = (2v0sinα0)/Δtg Circular Motion v = 2πr/tr/Δtt arad = v2/Δtr = (4ππr/t2r)/Δtt2 Newton’s 1st Law Fnet=ΣFF ΣFFx=max ΣFFy=may Circular motion ΣFFr=mar=mv2/Δtr Friction fs=0 to μsn fk=μkn (opposite of motion)
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