College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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- Please rank the following objects by the magnitude of the normal force acting on them. 1. A 80 g gecko crawling up the wall 2. A 60 g caterpillar crawling up a 45 degrees incline 3. A 35 g beetle crawling on the floor Please rank correctly.arrow_forwardIn the figure, is the tension in the rope between the ceiling and Superhero the same as the tension in the rope between Superhero and Trusty Sidekick? A. Jimmy: "Yes, of course it is the same. It's a single rope with a single tension force on both ends. Booyah!" B. Emmy: "I think they are different. The tension in the space between Superhero and Trusty Sidekick only has to hold up Trusty Sidekick, but the tension above Superhero has to hold up both Superhero and Trusty Sidekick. C. Timmy: "Wouldn't your, 'both ends' be the end on the ceiling and the end at Trusty Sidekick? How can you have a different 'both ends' for the space between Superhero and Trusty Sidekick? Wouldn't that only work if they had two different ropes? Or if the rope breaks? The rope clearly holds, so the tension force must be the same everywhere along the rope. " D Figure 438 Superhers and Tunty Sickick hang mess on a pe as they try to figure out what to do next Will the tension the the same everywhere in the parrow_forward4. You are pushing horizontally with a 300 N force on a box that is on an inclined plane as shown. The mass of the box is 30 kg and the incline is at a 25 degree angle off the Fapplied horizontal. The coefficient of kinetic friction between the box and the incline is 0.3, and the coefficient of static friction i 0.4. Assuming the box was at rest at t=0 when the force is initially applied, is the box moving up the ramp, down the ramp, or is it at rest after the force has been applied? 25⁰arrow_forward
- Multiple part question: A worker in a factory slides a heavy box up a ramp into a truck. The box has a mass of 84 kg, and the ramp is 3 m long and makes an angle of 34° with the horizontal. The coefficient of friction between the box and ramp is 0.6. What is the weight of the box? What is the normal force acting on the box? What is the force of friction acting on the box? Assuming the worker pushes the box up the ramp with a constant velocity, how much work does the factory worker do on the box in order to get it into the truck? How much gravitational potential energy does the box have once it reaches the top of the ramp?arrow_forward1. In the system shown in the figure, m₁ = 18.3 kg, m₂ = 38.2 kg, a = 48.2°, and the coefficient of kinetic friction between the block with mass m₁ and the inclined surface is uk. What coefficient of friction is needed for the hanging block to drop 9.45 m in the first 2.50 s after the system is released from rest? (Hint: it is accelerating downward, so don't treat it like it is moving at a constant speed.) m₁ α m₂arrow_forward3. A 6.50 kg block is pressed against a vertical wall by a force (F), as shown in the figure below. The coefficient of static friction between the block and the wall is 0.41 and the directional angle 0 for the force is 46º. Determine the magnitude of the force (F) when the block is about to slide up the wall. N F éarrow_forward
- 5. Three nondescript boxes are hung from a rope and pulley system. The masses are: M1 = 6 kg, M2 = 3 kg. M3 = 4 kg. Assuming the pulley and ropes are perfect (no mass or friction), we will find the three tensions. a) Let's start by making four free body diagrams: one for each mass and one for the entire system represented as one big mass.arrow_forwardA 2.00-kg object B is connected with a string to a 3.00-kgobject A, which is connected with a second string over a massless, frictionless pulley to a 8.00-kg object C. The strings have negligible mass and do not stretch, and the level tabletop is frictionless. Calculate the tension ?1. ?1= N Calculate the tension ?2. ?2= N Calculate the acceleration ? of the system. ?= m/s2arrow_forwardMCQ 4. The first of two identical boxes of mass m is sitting on level ground. The second box is sitting on a ramp that makes a 20° angle with the ground. The normal force of the level ground on the first box is NL; the normal force of the ramp on the second box is NR. Which statement is correct? a. NR= NL = mg. b. N₁ mg; NR= mg sin 20°. C. NL = mg; NR = mg cos 20°. d. Nr.= mg; NR= -mg cos 20°. e. NR=-NL = -mg.arrow_forward
- The center of mass of the arm shown in the figure is at point A. Find the magnitudes (in N) of the tension force F and the force F which hold the arm in equilibrium. (Let 8 = 24.0°.) Assume the weight of the arm is 48.3 N. ↑4 8.00 cm N N - 29.0 cmarrow_forward1. A box with mass m is dragged across a level floor with coefficient of kinetic friction by a rope that is pulled upward at an angle above the horizontal with a force of magnitude F. In terms of the variables given, write an expression for the mass of the box needed so that it moves across the floor at a constant speed.arrow_forward
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