Chapter 12: Problem 5
When you carry a bucket of water with one hand, you instinctively extend your opposite arm. Why?
Chapter 12: Problem 5
When you carry a bucket of water with one hand, you instinctively extend your opposite arm. Why?
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You're investigating ladder safety for the Consumer Product Safety Commission. Your test case is a uniform ladder of mass \(m\) leaning against a frictionless vertical wall with which it makes an angle \(\theta .\) The coefficient of static friction at the floor is \(\mu .\) Your job is to find an expression for the maximum mass of a person who can climb to the top of the ladder without its slipping. With that result, you're to show that anyone can climb to the top if \(\mu \geq \tan \theta\) but that no one can if \(\mu<\frac{1}{2} \tan \theta.\)
Give an example of an object on which the net torque about the center of gravity is zero, but that isn't in static equilibrium.
If you pull the boom rope with constant speed, the angle the boom makes with the horizontal will a. increase at a constant rate. b. increase at an increasing rate. c. increase at a decreasing rate. d. decrease.
Is a ladder more likely to slip when you stand near the top or the bottom? Explain.
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