## Moving a Light Fixture: A Physics ProblemYou are trying to move a light fixture into an apartment. There are hooks in the elevator so you hang the fixture on a hook with a chain. You don't want the fixture to touch the walls, so you attach a rope to the side that pulls horizontally as shown, keeping the fixture stationary with respect to the elevator. Note that the angle \( \theta = 35^\circ \).### Diagram ExplanationThe diagram illustrates an elevator with a chain and rope setup. The chain is attached to the fixture and the elevator's ceiling, forming an angle \( \theta \). The rope is attached horizontally to prevent the fixture from touching the walls.### Tension Force in the ChainAs the elevator ascends vertically, the tension force in the chain from the elevator on the fixture, as a function of the vertical position of the elevator, \( y \), is given by:\[ F_c(y) = F_0 e^{-y/y_1} \]where \( F_0 = 108 \, \text{N} \) and \( y_1 = 6.5 \, \text{m} \).### Work From Chain**Task:** Using the fixture as your system, if the elevator goes from \( y = 0 \) to \( y = 5.85 \, \text{m} \), what is the work done by the tension force in the chain on the fixture?- [Reminder About Work](#)- [Make Sure to Integrate!](#)\[ W_{cf} = \text{[Input Box]} \]### Tension Force in the RopeThe tension force in the horizontal rope as a function of \( y \) is\[ F_H(y) = F_1 e^{-y/y_1} \]where \( F_1 = 61 \, \text{N} \) and \( y_1 = 6.5 \, \text{m} \).### Work From Rope**Task:** What is the work done by the tension in the rope on the fixture as the elevator moves from \( y = 0 \) to \( y = 5.85 \, \text{m} \)?- [Remember the Definition of Work](#)\[ W_{rf} = \text{[Input Box]} \]

Answered: Image /qna-images/answer/c435bfa8-7e56-41d2-b637-c6fe81c87f1e.jpg

You are trying to move a light fixture into an apartment. There are hooks in the elevator so you hang the fixture on a hook with a chain. You don't want the fixture to touch the walls, so you attach a rope to the side that p horizontally as shown, keeping the fixture stationary with respect to the elevator. Note 0 = 35°.

You are trying to move a light fixture into an apartment. There are hooks in the elevator so you hang the fixture on a hook with a chain. You don't want the fixture to touch the walls, so you attach a rope to the side that p horizontally as shown, keeping the fixture stationary with respect to the elevator. Note 0 = 35°.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Determine the magnitude of the y-component of force Q (N) if P=108.8 N, Q = 72.5 N , θ= 42.25° and α = 43.45°. Round off only on the final answer expressed in 3 decimal places. Instead of units, indicate the direction of the y-component.
Two hockey players check an opponent into boards simultaneously. Player 1 hits from the left at an angle of 37 degrees to horizontal and a force of 400N. Player 2 hits from the left at an angle of 41 degrees to horizontal and a force of 600N. What is the magnitude and direction of total force applied to opposing player
When a man stands in such a way that on his front there is north direction and on the right hand side is east direction, then suppose that man turns clockwise in such a way that he finds himself at a position of S 45 W. Find out the angle in degrees by which that man takes turn in WCB (Whole Circle Bearing).
Two blocks of mass m1 = 3.0kg and m2 = 2.5kg are attached with a rope. The rope goes around several ideal pulleys. Two of the pulleys are attached directly to the ceiling (grey shaded region at the top) and will not move up or down. The lower pulley will move with block 1. Block 1 is free hanging and will move vertically. Block 2 rests on an inclined ramp at angle θ = 30°. The ramp is frictionless. Block 1 is observed to accelerate upwards. The experiment is done on earth, g = 9.8 m/s2 What is the tension in the long rope? by using variables only
The post weighing 1500 lbs is to just be vertically pulled out of the ground using two ropes as shown in the figure. One rope is subjected to a force of 600 lb and is directed at 60° from the horizontal. Determine the angle θ (degrees).
Fy 30° Problem 04. (D-EVEN) If F, = 400lb and F3 = 800lb, determine the magnitude of F1. Also, specify the magnitude and coordinate direction angles a1, ß1, Y1 of F1 so that the resultant of the three forces acting on the bracket is FR = -700k lb. Note that F3 lies in the x-y plane. Hint: k is the unit vector along z-axis.
Answer 10 only. Thanks.
y F2 = 500 lb F1 = 200 lb %3D 3 1 60° B 70° F3 = 800 lb 45° A Calculate the resultant in Ib of the force system shown
Two forces F1 and F2 act at point O. R is the resultant of force F1 and F2, and it is expressed as R = F1 + F2. Given the magnitude of |F1| = 60 N and |R| = 100 N, calculate. must use parallelogram law/triangle rule and sine & cosine laws.
In (Figure 1), l = 4 m and n = 4.5 m. Figure 11 B 8 F=600 N 3 m 1 of 1 Part A Determine the angle between the force and the line AB. Express your answer in degrees to three significant figures. 17 ΑΣΦ 0 = Submit Provide Feedback Request Answer vec ?
answer f1 and f2 only
Fig. P3-2 33 A homogeneus cylinder weighing 00 Ib sts against two smooth planes that form a trough as shown in Fip. P3. Determine the forces exerted on the cylinder by the planes at contact points A and 8. Fig. P3