### Motion of a Bead on a Frictionless Wire#### Diagram Description:The diagram illustrates a bead sliding without friction along a curved wire. The wire creates a path resembling a roller coaster with various peaks and valleys.- **Point A**: The initial point where the bead begins its motion. It is at a height from which the bead descends.- **Point B**: The lowest point in the first dip of the path.- **Point C**: Another low point after B.- **Point D**: A point on an upward slope.- **Point E**: The peak following D.- **Point F**: A point on a downward slope after E.- **Point G**: An intermediate point before a last rise.- **Point H**: A point on a level path after G.The height at different points varies, affecting the speed of the bead due to gravitational potential energy being converted to kinetic energy and vice versa.#### Physics Problem:A bead slides without friction on a curved wire as shown in the figure above. How do the speeds at points B, D, F, and H compare?#### Answer Options:A. \( v_B > v_D > v_F = v_H \) B. \( v_B = v_D = v_F > v_H \) C. \( v_B > v_D > v_F = v_H \) D. \( v_B = v_F = v_D > v_H \) E. \( v_B = v_D = v_F = v_H \) This illustration is used to understand energy conservation in a mechanical system where all potential energy differences lead to changes in kinetic energy, impacting the speed of the bead at various points.

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Description: ### Motion of a Bead on a Frictionless Wire#### Diagram Description:The diagram illustrates a bead sliding without friction along a curved wire. The wire creates a path resembling a roller coaster with various peaks and valleys.- **Point A**: The in

According to conservation law of total mechanical energy, Total mechanical energy of bid remains…

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height F bead slides without friction on a curved wire as shown in the figure above. How do the speeds at points B, D, F, and H ompare? A. VB > VD > VF = VH B. VB = VD = VF > VH C. VB = VD > VF = VH D. VB = VF > VD = VH E. VB = VD = VF = VH

height F bead slides without friction on a curved wire as shown in the figure above. How do the speeds at points B, D, F, and H ompare? A. VB > VD > VF = VH B. VB = VD = VF > VH C. VB = VD > VF = VH D. VB = VF > VD = VH E. VB = VD = VF = VH

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)...

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