equations1111092

equations1111092 - Equations v xf = v xi + ax ( t f t i ) x...

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v xf = v xi + a x t f t i ( ) v yf = v yi + a y t f t i ( ) x f = x i + 1 2 v xi + v xf ( ) t f t i ( ) y f = y i + 1 2 v yi + v yf ( ) t f t i ( ) x f = x i + v xi t f t i ( ) + 1 2 a x t f t i ( ) 2 y f = y i + v yi t f t i ( ) + 1 2 a y t f t i ( ) 2 v xf 2 = v xi 2 + 2 a x x f x i ( ) v yf 2 = v yi 2 + 2 a y y f y i ( ) a y = g ˆ y g = 9.80 m = 32.2 cos θ = sin = tan = h = x 2 + y 2 Δ x = x f x i v x , avg = x f x i t f t i a avg = v f v i t f t i v x = lim Δ t 0 Δ x Δ t a x = lim Δ t 0 Δ v x Δ t az 2 + bz + c = 0 z = b ± b 2 4 ac 2 a Σ F = m a F G = Gm 1 m 2 r 2 = mg f S max = μ S N f k = μ k N F x = kx a r = v 2 / r v = v v o r = r v o t K = 1 2
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This note was uploaded on 12/10/2011 for the course PHY 1111 taught by Professor Stencil during the Fall '11 term at UGA.

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