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Four very long current carrying wires in the same place intersect to from a square with...
Item 8 Four very long, current-carrying wires in the same plane intersect to form a square with side lengths of 49.0cm , as shown in the figure (Figure 1). The currents running through the wires are 8.0 A, 20.0 A, 10.0 A, and I. Part A Find the magnitude of the current I that will make the magnetic field at the center of the square equal to zero. Express your answer in amperes. Part B What is the direction of...
Item 6 Four very long, current-carrying wires in the same plane intersect to form a square with side lengths of 47.0cm, as shown in the figure (Figure 1) . The currents running through the wires are 8.0 A, 20.0 A, 10.0 A, and I. Part A Find the magnitude of the current I that will make the magnetic field at the center of the square equal to zero. Express your answer in amperes. I= A Part B What is the...
Four very long, current carrying wires in the same plane intersect to form a square with 40.0 cm each edge, as in the figure. Find out what the magnitude and direction of the current I should be so that the magnetic field is zero in the center of the square. 10.0 A I= ? 40.0 cm 8.0 A 20.0 A 22 A 2 A 1.sener Onek 18 A ОА 38 A
Four long parallel wires pass through the corners of a square with side 0.62 m. All four wires carry the same magnitude of current I = 24.1 A in the directions indicated. Find the magnetic field at point P, the midpoint of the top side of the square. Four long parallel wires pass through the corners of a square with side 0.62 m. All four wires carry the same magnitude of current I = 24.1 A in the directions indicated....
Four long parallel wires each carry a 2.0 A current in the same direction. The wires are parallel to the z-axis, and they pass through the corners of a square of side 5.0 cm in the x-y plane as shown in the diagram. What is the magnitude of the magnetic field at the center of the square? a. b. What is the magnitude (per unit length) and direction of the force that each wire experiences due to the other three...
1. Shown are four current carrying outer wires have currents either com four current carrying wires each with the same magnitude of the current. The lave currents either coming out of the page or going into the page as shown 3 a square. What is the direction of the net magnetic field on the upper left wire? b. d. e. No net field Shown are four current carrying wires of length 1.50 m going into and out of the page,...
5. Consider the following diagram. lo lo lo Io Front view 3-d view Four long wires are arranged in a square geometry. The two wires on the left hand side of the box are carrying a current lo out of the page (the bottom left wire) and into the page (the top left wire). The side of each box has a length of A. What is the magnetic field (magnitude and direction) along the center of the box? a. b....
2) A very large number of very long wires are arranged to form a current-carrying “ribbon," as shown in the figure below. Each wire can be assumed to have negligible radius and carries the same current I (in the same direction). The ribbon is oriented in the xy-plane, at z =0. Hint: This problem has planar symmetry, so consider how you might apply Ampere's Law. Also note that this problem is equivalent to an infinite current-carrying sheet with surface a...
youl alIll eal form dinates, but leave 13-9 Four very long straight wires each current of the same value I. They are all nacdtry to the z axis and intersect the xy plan points (0,0), (a,0), (a, a), and (0, a). The fine e at the first and third have their currents in the direction; the other two have currents in the negative z direction. Find the total force per unit length on the current corresponding to the point (a,...
Three very long current carrying wires are placed at the corners of an equilateral triangle as shown below. Wire 1 and wire 2 are fixed at their locations well above the ground using some anchors. Wire 3 with linear mass density 40 g/m is being levitated magnetically above the ground due to the other two wires. (a) Find the direction of current in the wire 3 to achieve this. (b) Find the magnitude of the current in wire 3 (I3)...