actually i don't think its V_avg, but like Initial velocity...
thats why ur "v_avg" was used... V_avg = Vf - Vi/2 ... and through ur previous calculation of 8900m/1620s = 5.49 m/s its obvious its not V_avg...
i could be wrong, but that's my take on it anyways
Homework Statement
A runner hopes to compleate the 10,000m run in less than 30.0min. After running at a constant speed for exactly 27.0min there are still 1100m to go. The runner must then accelerate at 0.20 m/s^2 for how many seconds in order to achieve the desired time.
*note* person does...
actually... you don't need acceleration
Recall Impulse : F x Δt = ΔP [Change in momentum] = mΔv
therefore to find Force we just F = ΔP / Δt = [(m_1)(v_i) - (m_1)(v_f)] / Δt
essentially anyways... make sure to take into account all momentums... anyways.. u have ur initial momentum of...
how i see it isn't really momentum...
momentum is seen as mass x velocity = mv
impulse = F_avg * time = m (vf - vi)
essentially i don't see it really as any loss of momentum but loss in energy
because this kid is sliding down from an icy hill, this is obviously a potential energy question...