The figure below shows two wires, each carrying a current. The first wire consists of a circular arc of radius R=0.4m and two equal radial lengths of L=0.75R; it carries current /1=6.2A. The second wire is long and straight; it carries current 2=4.2A ; and it is at distance d=D0.5R from the center of the arc. At the instant shown a snapshot of a charged particle of charge q moving at velocity v=( 24i-47j)m/s toward the straight wire. Find the magnitude of the magnetic force on the charged particle due to the wires in terms of qu, ? Express your final result using zero decimal places. y R d 60° (9 L

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Two VERY LONG wires are placed along parallel lines as shown below in the picture. The wire ON THE LEFT (at X:= 0) has a current going out of the page of value, I1 ='4 A. The current on the RIGHT (at X2= d) has a current going into the page of the page of value, l2 = 6 A. The point "P" is at the location (x=6.00cm, z=10.4cm) Wire 1 Wire 2 a. Find the magnitude of the magnetic field due to wire 2 at the location of wire 1 The Biot-Savart law say the direction of the magnetic field at a field point located in a direction (from source to field point) where a source wire carries a current in the î is Pxi the direction of the magnetic field due to wire2 at the location of wire1. c. Using the formula format find the force per unit length in "I.j,k" 1, 1, x B, d. Find the magnitude of the magnetic field due to wire2 at the location of field point P e. Find the unit directions for f and î and perform the cross product to determine the direction of the magnetic field due to wire2 at the…

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