(d) Now, in (a), write dt = dr=dr. So Newton's second law becomes de F(v) me Integrate both sides again for F(e)-cu/ as in (e), with t, and zo at t0 to find z(e). How far will the mass travel before coming to rest?

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(d) Now, in (a), write dt=dr=dr. So Newton's second law becomes
du
F(v)
me
dr
Integrate both sides again for F(e)-cu/2 as in (e), with rty and zo at
t0 to find z(e). How far will the mass travel before coming to rest?
Transcribed Image Text:(d) Now, in (a), write dt=dr=dr. So Newton's second law becomes du F(v) me dr Integrate both sides again for F(e)-cu/2 as in (e), with rty and zo at t0 to find z(e). How far will the mass travel before coming to rest?
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