The elastic stroke of the ping pong ball with a marble slab lasts delta t = 0.02 s. Calculate the impact force, knowing that the velocity of the strike ball was vo = 5 m / s.
The ball weight for pin pong 2.7 g=2.7⋅10−3 kg2.7\ g=2.7\cdot 10^{-3}\ kg2.7 g=2.7⋅10−3 kg .
F=mv−mv0Δt=∣2mv0∣Δt=2⋅2.7⋅10−3⋅50.02=1.35 (N)F=\frac{mv-mv_0}{\Delta t}=\frac{|2mv_0|}{\Delta t}=\frac{2\cdot2.7\cdot10^{-3}\cdot5}{0.02}=1.35\ (N)F=Δtmv−mv0=Δt∣2mv0∣=0.022⋅2.7⋅10−3⋅5=1.35 (N) . Answer
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