N=mgcos40°+197000⋅sin47°=5⋅9.8⋅cos40°+197000⋅sin47°=N=mg\cos40°+197000\cdot\sin47°=5\cdot9.8\cdot\cos40°+197000\cdot\sin47°=N=mgcos40°+197000⋅sin47°=5⋅9.8⋅cos40°+197000⋅sin47°=
=144114(N)=144114(N)=144114(N)
49000+mgsin40°−197000cos47°=49000+5⋅9.8⋅sin40°−197000cos47°=49000+mg\sin40°-197000\cos47°=49000+5\cdot9.8\cdot\sin40°-197000\cos47°=49000+mgsin40°−197000cos47°=49000+5⋅9.8⋅sin40°−197000cos47°=
=−85322(N)=-85322(N)=−85322(N)
Ff=0.3N=0.3⋅144114=43234(N)F_f=0.3N=0.3\cdot144114=43234(N)Ff=0.3N=0.3⋅144114=43234(N)
So, Ftotal=−85322+43234=−42088(N)F_{total}=-85322+43234=-42088(N)Ftotal=−85322+43234=−42088(N)
The block will move up the inclined plane. Answer
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