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Consider a 3D coordinate system, (x. y. 2) defined by the usual right-handed unit vectors: Consider two long, straight, current-carrying wines seen end-on perpendicular to the screen of the computer. The current in the left wire is coming out at you and the current in the right wire is going in away from you, ixj = k, j x k= i, kxi=) A wire with a current I - 16.7 A is oriented such that the current travels in the -x direction. -i. The wire is in a magnetic field given Define a coordinate system with both wires in the 2-direction with the left wire at (x - 0, y =0), the right wire at (x = d, y = Of, and y by being positive upwards in the screen. Of course using a right-hand coordinate system. the z-direction is out of the screen towards Let: Ktent - 12.9 A lapre - 17.2 A, and d = 1.69 x 103m B - B,i + B,k What is the y component of the total magnetic field at the point (x - - 1.96 x 103m. y . Off (This is a point to the left of both wires) where B, - 1.23x102T and Br = 7:65x10#T. Give your answer in my - 103T to at least three significant digits to avoid being counted off due to rounding. What is the y-compo piece of this wire of length 3.60 m? Indicate the direction of the force with the correct sign for your answer. A positive answer means a force in the ty direction, and O negative answer means a force in the -y direction. Give your answer in Newtons to at least 3 signifi ing counted off due to rounding. Two wires carrying equal currents lie in the plane of the screen with currents to the right. These horizontal wires are connected battery with wires that are vertical and can be ignored in this problem. The length the wires is / = 1,40 m, the distance between the wires is d = 1.260x103 m, and the current is i = 16.21 A. A small circular wire loop on a computer chip has a counter-clockwise current. The current is i - 7.45 x 103 A and the radius of the In this problem, only consider field due to the horizontal parts of the wires, and assume that the field due to these wires is loop is R - 5.91 x 10 m. approximately equal to that of an infinite straight wire. What is the z-component of the magnetic held at the center of the loop? What is the magnitude of the force on the top wire? Give your answer in mT = 103T to at least 3 significant digits to avoid being counted off due to rounding Give your answer in Newtons to three significant figures