A proton is moving with velocity v = (vy î + v, k) m/s, where vy = 6.60 x 105 and v, = 5.90 x 105. The instant it enters a uniform magnetic field it experiences a magnetic force in the positive y-direction of 2.80 x 10-5 N. [Charge of proton q = 1.602 x 10-19 c.]To begin, compose an equality for this problem given Fg = q vxB, such that each of the vectors is expressed as a vector sum of perpendicular (x/y/z) components. For example, B = B,î + B,ĵ + B,K.%3Da.) If there is no x-component of the magnetic field (B, = 0), what is the y-component of the magnetic field?By =b.) What is the magnitude and direction of the z-component of the magnetic field?E, =v k)

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A proton is moving with velocity v= (v, i + v, k) m/s, where vy = 6.60 x 105 and v, = 5.90 x 105. The instant it enters a uniform magnetic field it experiences a magnetic force in the positive y-direction of 2.80 x 105 N. [Charge of proton q = 1.602 x 1019 C.] To begin, compose an equality for this problem given Fg = q v»B, such that each of the vectors is expressed as a vector sum of perpendicular (x/y/z) components. For example, B = B,i + B, + B,k. a.) If there is no x-component of the magnetic field (B, = 0), what is the y-component of the magnetic field? By = b.) What is the magnitude and direction of the z-component of the magnetic field? |× - k)

A proton is moving with velocity v= (v, i + v, k) m/s, where vy = 6.60 x 105 and v, = 5.90 x 105. The instant it enters a uniform magnetic field it experiences a magnetic force in the positive y-direction of 2.80 x 105 N. [Charge of proton q = 1.602 x 1019 C.] To begin, compose an equality for this problem given Fg = q v»B, such that each of the vectors is expressed as a vector sum of perpendicular (x/y/z) components. For example, B = B,i + B, + B,k. a.) If there is no x-component of the magnetic field (B, = 0), what is the y-component of the magnetic field? By = b.) What is the magnitude and direction of the z-component of the magnetic field? |× - k)

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

Chapter22: Magnetic Forces And Magnetic Fields

Section: Chapter Questions

Problem 63P

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