Question: A box of mass m rests on a horizontal table. The coefficient of static friction is s . A force F is applied at
A box of mass m rests on a horizontal table. The coefficient of static friction is µs. A force F is applied at an angle θ as shown in Problem 5-32.
(a) Find the force F needed to move the box as a function of angle θ.
(b) At the angle θ for which this force is minimum, the slope dF/dθ of the curve F versus θ is zero. Compute dF/dθ and show that this derivative is zero at the angle θ that obeys tan θ = µs. Compare this general result with that obtained in Problem 5-32.
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The expression for F was obtained previously F s m gcos ... View full answer
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