The uniform bar weighs 45 N and is subjected to the forces as shown. Find the magnitude, location and direction of the force needed to keep the bar in equilibrium
ΔFx=60+70+45−50−40=85 N,\Delta F_x=60+70+45-50-40=85~N,ΔFx=60+70+45−50−40=85 N,
ΔFy=69 N,\Delta F_y=69~N,ΔFy=69 N,
F=ΔFx2+ΔFy2=110 N,F=\sqrt{\Delta F_x^2+\Delta F_y^2}=110~N,F=ΔFx2+ΔFy2=110 N,
α=arctanΔFyΔFx=39°.\alpha=\arctan\frac{\Delta F_y}{\Delta F_x}=39°.α=arctanΔFxΔFy=39°.
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