An 80-kg firefighter slides down a brass pole 8.0 m high in a fire station while exerting a frictional force of 600 N on the pole in the time of?
ma=mg−Ffrma=mg-F_{fr}ma=mg−Ffr
mx′′(t)=mg−Ffrmx''(t)=mg-F_{fr}mx′′(t)=mg−Ffr
x=(g−Ffr/m)t2/2+c1t+c2x=(g-F_{fr}/m)t^2/2+c_1t+c_2x=(g−Ffr/m)t2/2+c1t+c2
if v0=0v_0=0v0=0 then c1=0,c2=0c_1=0,c_2=0c1=0,c2=0
So:
t=2⋅8g−Ffr/m=169.8−600/80=2.6t=\sqrt{\frac{2\cdot8}{g-F_{fr}/m}}=\sqrt{\frac{16}{9.8-600/80}}=2.6t=g−Ffr/m2⋅8=9.8−600/8016=2.6 s
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments
Leave a comment