A charge of -0.150 C (i.e., q) experiences a maximum Magnetic Force B, pointing to the top of this page (i.e., Fmax 1). An external Magnetic Field of 0.250 T is pointing to the right along this page (i.e., B- →→). The charge is traveling perpendicular to the external Magnetic Field (i.e., VLB). The charge experiences a maximum Magnetic Force of 15.0 N (i.e., FB, max .). Calculate the charge's Speed [v, {m/s}]. You will need the following formula: FB, max = q*v*B ext Calculate the direction for the charge's Velocity vector (up, down, left, right, into the page, out of the page) (i.e., F.max 1; B; -90 ⇒ V?). B, ext
A charge of -0.150 C (i.e., q) experiences a maximum Magnetic Force B, pointing to the top of this page (i.e., Fmax 1). An external Magnetic Field of 0.250 T is pointing to the right along this page (i.e., B- →→). The charge is traveling perpendicular to the external Magnetic Field (i.e., VLB). The charge experiences a maximum Magnetic Force of 15.0 N (i.e., FB, max .). Calculate the charge's Speed [v, {m/s}]. You will need the following formula: FB, max = q*v*B ext Calculate the direction for the charge's Velocity vector (up, down, left, right, into the page, out of the page) (i.e., F.max 1; B; -90 ⇒ V?). B, ext
Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter31: Gauss’s Law For Magnetism And Ampère’s Law
Section: Chapter Questions
Problem 21PQ
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