Equations
Ch. 3
V=𝛥d
t
Equations
Ch. 7
X = Vx * t
Ch. 3
V=𝛥d
t
y = Vy*t + ½gt2
Vavg = (Vi + Vf)
2
Vavg = tot. disp.
tot. time
Ch. 4
a = ΔV
Δt
v = (2πr)/T
ac=v2/r
Equations
Ch. 7
X = Vx * t
Ch. 3
V=𝛥d
t
y = Vy*t + ½gt2
Vavg = (Vi + Vf)
2
Vavg = tot. disp.
tot. time
v = (2πr)/T
ac=v2/r
Ch. 7
X = Vx * t
y = Vy*t + ½gt2
Vavg = (Vi + Vf)
2
Vavg = tot. disp.
tot. time
v = (2πr)/T
ac=v2/r
Fc=m*ac
Fc=m*ac
Fc=m*ac
T=2π√( L / IgI )
T=2π√( L / IgI )
T=2π√( L / IgI )
τ=F*d
Ch. 9
FΔt = Δp
τ=F*d
Ch. 9
FΔt = Δp
τ=F*d
Ch. 9
FΔt = Δp
Ch. 4
a = ΔV
Δt
pa + pb = p’a + p’b
Vf = Vi + at
Ch. 4
a = ΔV
Δt
pa + pb = p’a + p’b
Vf = Vi + at
p=mv
pa + pb = p’a + p’b
Vf = Vi + at
p=mv
p=mv
Δd = ½*(Vf + Vi)*t
Δd = ½*(Vf + Vi)*t
Δd = ½*(Vf + Vi)*t
Δd = Vi*t + ½at2
Δd = Vi*t + ½at2
Δd = Vi*t + ½at2
Vf2=Vi2 + 2ad
Ch. 5
Fnet = m * a
Ch. 10
W = Fd
Vf2=Vi2 + 2ad
Ch. 5
Fnet = m * a
Ch. 10
W = Fd
Vf2=Vi2 + 2ad
Ch. 5
Fnet = m * a
Ch. 10
W = Fd
Fa = -Fb
P = W/t
Fa = -Fb
P = W/t
Fa = -Fb
P = W/t
W = Fg = m*g
W = Fg = m*g
W = Fg = m*g
Ff = μ * FN
Ff = μ * FN
Ff = μ * FN
Fnet = F1 + F2 + F3
Or
Fnet = F(+) + (-F(-))
Fnet = F1 + F2 + F3
Or
Fnet = F(+) + (-F(-))
Fnet = F1 + F2 + F3
Or
Fnet = F(+) + (-F(-))
Ch. 6
Fh = F*cosθ
Ch. 11
KE = ½mv2
Ch. 6
Fh = F*cosθ
Ch. 11
KE = ½mv2
Ch. 6
Fh = F*cosθ
Ch. 11
KE = ½mv2
Fv = F*sinθ
Wnet=ΔKE
Fv = F*sinθ
Wnet=ΔKE
Fv = F*sinθ
Wnet=ΔKE
For incline planes:
Fμ = Fg*sinθ
PE = mgh
For incline planes:
Fμ = Fg*sinθ
PE = mgh
For incline planes:
Fμ = Fg*sinθ
PE = mgh
PEi + KEi = PEf + KEf
F˔ = Fg*cosθ
PEi + KEi = PEf + KEf
F˔ = Fg*cosθ
PEi + KEi = PEf + KEf
F˔ = Fg*cosθ