Located at the origin, an electric car of mass m is at rest and in equilibrium. A time dependent force of F → (t) is applied at time t = 0 , and its components are Fx(t) = p + nt and Fy(t) = qt where p, q, and n are constants. Find the position r → (t) and velocity v → (t) as functions of time t.
Located at the origin, an electric car of mass m is at rest and in equilibrium. A time dependent force of F → (t) is applied at time t = 0 , and its components are Fx(t) = p + nt and Fy(t) = qt where p, q, and n are constants. Find the position r → (t) and velocity v → (t) as functions of time t.
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Located at the origin, an electric car of mass m is at rest and in equilibrium. A time dependent force of F → (t) is applied at time t = 0 , and its components are Fx(t) = p + nt and Fy(t) = qt where p, q, and n are constants. Find the position r → (t) and velocity v → (t) as functions of time t.
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