A bead of mass m sits on a frictionless helical wire whose shapeis given by x = 4 cos(0), y = 4 sin(0), z = -50. After the beadis released from rest at z = 0 it slides down due to thegravitational force Fg == -mg k.b) What is the energy before it is released?E =a) Denoting the speed of the bead as u, give the formula for theenergy of this bead.E=*mV=Z=0c) Give the speed of the bead when it has rotated about the z-axis n times:Here frictionless means that there is no loss of energy due toreaction forces or air resistance.

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Description: A bead of mass m sits on a frictionless helical wire whose shapeis given by x = 4 cos(0), y = 4 sin(0), z = -50. After the beadis released from rest at z = 0 it slides down due to thegravitational force Fg == -mg k.b) What is the energy before it is

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A bead of mass m sits on a frictionless helical wire whose shape is given by x = 4 cos(8), 4 cos(0), y = 4 sin(0), z = -50. After the bead is released from rest at z = 0 it slides down due to the gravitational force Fg = -mg k. n b) What is the energy before it is released? E = m a) Denoting the speed of the bead as u, give the formula for the energy of this bead. E= -z = 0 V= c) Give the speed of the bead when it has rotated about the z- axis n times:

A bead of mass m sits on a frictionless helical wire whose shape is given by x = 4 cos(8), 4 cos(0), y = 4 sin(0), z = -50. After the bead is released from rest at z = 0 it slides down due to the gravitational force Fg = -mg k. n b) What is the energy before it is released? E = m a) Denoting the speed of the bead as u, give the formula for the energy of this bead. E= -z = 0 V= c) Give the speed of the bead when it has rotated about the z- axis n times:

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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