Draw a motion diagram, a force identification diagram, and a freebodydiagram. For the situation described. A bag of groceries is on the back seat of your car as you stop for a stop light. The bag does not slide. Apply your analysis to the bag.

Draw a motion diagram, a force identification diagram, and a freebodydiagram. For the situation described. A bag of groceries is on the back seat of your car as you stop for a stop light. The bag does not slide. Apply your analysis to the bag.

Name: Draw a motion diagram, a force identification diagram, and a freebodyd
Uploaded: 2024-03-20T06:56:46.000Z
Channel: Bartleby
Description: Draw a motion diagram, a force identification diagram, and a freebodydiagram. For the situation described.A bag of groceries is on the back seat of your car as you stop for a stop light. The bag does not slide. Apply your analysis to the bag.

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter4: The Laws Of Motion

Section: Chapter Questions

Problem 14CQ: Give reasons for the answers to each of the following questions: (a) Can a normal force be...

See similar textbooks

Similar questions

Two snowcats tow a housing unit to a new location at McMurdo Base, Antarctica, as shown in the figure(Figure 1). The sum of the forces FA and FB exerted on the unit by the horizontal cables is parallel to the line L, and FA=4300N. Part A Determine FB. Express your answer using two significant figures. Part B Determine the magnitude of FA+FB. Express your answer using two significant figures.
Suppose you pull a suitcase with a strap that makes a 60° angle with the horizontal. The magnitude of the force you exert on the suitcase is 40 Ib. a. Find the horizontal and vertical components of the force. b. Is the horizontal component of the force greater if the angle of the strap is 30° instead of 60°? c. Is the vertical component of the force greater if the angle of the strap is 30° instead of 60°? a. Consider the figure (not to scale) to the right. It shows the force vector F along with its horizontal and vertical components, F, and Fy, respectively. Which of the following formulas will correctly evaluate F Fx and Fy? TO O A. F, = F| sin 0 and F, = F| cos 0 O B. F = |F| tan 0 and F, = |F| cot0 O C. F=|F| cos 0 and F, = |F| sin 0 O D. Fy = |F| cot 0 and F, = |F| tan 0
Solve the problem. 1. You are working as a letter sorter in the Post Office. Postal regulations require that employees' footwear must have a minimum coefficient of static friction of 0.5 on a specified tile surface. You are wearing athletic shoes for which you do not know the coefficient of static friction. To determine the coefficient, you imagine that there is an emergency and start running across the room. You have a co-worker time you, and find that you can begin at rest and move 4.23 m in 1.20 s. If you try to move faster than this, your feet slip. Assuming your acceleration is constant, does your footwear qualify for the postal regulation?
When traveling on an airplane you get meals on a serving tray that has large coefficients of static and kinetic friction between the tray and dishes on it. Assume the airplane is moving from left to right. Assume also that the tray is parallel to the velocity of the airplane. c. Draw a force diagram for a cup on a serving tray as seen by a stationary observer on Earth if the airplane is on a runway and slowing down; the cup is sliding. Next to the force diagram draw an arrow that shows the velocity of the cup relative to the airplane.
Design a vehicle that can go an initial speed of 20.5 m/s to zero in a distance 84 m. Assume a constant acceleration. What is the smallest coefficient of friction between the tires and road that will allow for these parameters? Ignore air drag, friction can be static or kinetic depending on the situation. Give answer to at least three digits. D. Focus
A decoration hangs at rest on a string. A second, horizontal string is knotted to the first, pulling it to the right. The top section of the first string is at an angle of 25° to the vertical. The tension in the horizontal string is 0.8N and acceleration due to gravity is 9.8 ms-2. A. State the 3 forces acting on the knot and draw a force diagram to represent them. B. Find expressions for the component forms of the 3 forces, using the Cartesian unit vectors i and j. C. Find the mass of the decoration, to 2 s.f.
Draw a diagram of the situation and label the givens in the problem: The cart's mass and the hanger's mass. Also label the direction of the cart and hanger's acceleration. Draw two force diagrams. One for the cart and one for the hanger. You can treat the track as frictionless. Remember that the force in the string will be the same throughout the entire string. Then define an x-y coordinate system and find the x and y components of the forces in your diagrams.
Three blocks, light connecting ropes, and a light frictionless pulley comprise a system, as shown in the figure. An external force of magnitude P is applied downward on block A, causing block A to accelerate downward at a constant 2.5 m/s2. The tension in the rope connecting block B and block C is equal to 60 N. What is the magnitude of the force P? What is the mass of block C? Please include detailed answers with net force equations.
Draw free-body diagrams for these situations. Be sure to draw your coordinate axes and draw separate FBDs for everything in the system and to write out the ? F = m a equations in all relevant dimensions. A locomotive pulls a train of 3 boxcars up a hill at angle ? up from horizontal . Draw FBDs for the locomotive and each of the boxcars.
A В
A 15.0 kg load of bricks hangs from one end of a rope that passes over a small, frictionless pulley. A 28.0 kg counter weight is attached to the other end of the rope, as shown in the figure. You may model the rope as a massless string. The system is released from rest. A. Draw two freebody diagrams, one for the load of bricks and one for the counter weight. B. Find the magnitude of the upward acceleration of the load of bricks. 28.0 kg C. What is the tension in the rope? D. How does the tension compare to the weight of the bricks and the weight of the counter weight? 15.0 kg
A truck is moving at 15m/s when the brakes are applied, in order to come to a stop before hitting a pothole 20m ahead. In the back of the truck is a crate. It is not tied down, but has a coefficient of static friction μs = 0.4 with the truck bed. a.) Draw a free body diagram for the crate.