# The equation of v(t) of the motion of a cart sliding down an inclined plane under air drag is: (1) m(dv/dt)=(m*g*sin(θ))-(.5*ρ*Cd*A*v2) with initial condition v(0)=0. a) First, to simplify the equation, let’s make a proportional substitution of variables: x=αt , y=βv where

The equation of v(t) of the motion of a cart sliding down an inclined

plane under air drag is: (1) m(dv/dt)=(m*g*sin(θ))-(.5*ρ*Cd*A*v2) with initial condition v(0)=0.

a) First, to simplify the equation, let’s make a proportional substitution of variables: x=αt , y=βv

where

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The post The equation of v(t) of the motion of a cart sliding down an inclined plane under air drag is: (1) m(dv/dt)=(m*g*sin(θ))-(.5*ρ*Cd*A*v2) with initial condition v(0)=0. a) First, to simplify the equation, let’s make a proportional substitution of variables: x=αt , y=βv where appeared first on Superb Professors.