Three long, straight wires are seen end-on in the figure below. The distance between the wires is r0.246 m. Wires A and B carry current IA- l- 1.54 A, and wire C carries current Ie 3.42 A. Assume (for example) the only forces exerted on wire A are due to wires B and C. Find the force per unit length exerted on the following. (Express your answers in vector form.) B. (a) wire A X N/m (b) wire B X N/m
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- Two long, parallel wires separated by 2.95 cm carry currents in opposite directions. The current in one wire is 1.45 A, and the current in the other is 3.20 A. (a) Find the magnitude of the force per unit length that one wire exerts on the other. 1.572e-5 Your response differs from the correct answer by more than 10%. Double check your calculations. N/mQuestion 1: The magnetic flux of a uniform magnetic field of magnitude B througn a flat area A whose area vector is at angle with the magnetic field is given by ... (select the best choice) OBXA OBA sin OBA OAX B OBA cos Part (a) › analyzes the directions of the forces between two parallel wires carrying currents in the same direction. Perform a similar analysis for the forces between two parallel wires carrying currents in opposite directions. Those forces are... (select the best choice) Orepulsive to the left Part (b) Oto the right Oup Odown O attractive two ways of determining the direction of the magnetic field produced at some point by a moving charge or a current. Which hand or hands are avolved in both ways? (select the best choice) OBoth hands, but mainly the right ORight hand OBoth hands equally OLeft hand ONone of the other choicesThree long, straight wires are seen end-on in the figure below. The distance between the wires is r = 0.246 m. Wires A and B carry current Iд = IB = 1.60 A, and wire C carries current Ic = 3.46 A. Assume (for example) the only forces exerted on wire A are due to wires B and C. Find the force per unit length exerted on the following. (Express your answers in vector form.) (a) wire A A = = B (b) wire B = A N/m N/m Ic y x
- Three long, straight wires are seen end-on in the figure below. The distance between the wires is r = 0.258 m. Wires A and B carry current IA = IB = 1.54 A, and wire C carries current IC = 3.42 A. Assume (for example) the only forces exerted on wire A are due to wires B and C. Find the force per unit length exerted on the following. (Express your answers in vector form.) (a) wire A fA = N/m (b) wire B fB = N/mA rectangular loop of wire is placed below an infinitely long straight wire, as shown to the right. Both the rectangular loop of wire and the infinitely long straight wire carry a current of 3.5 A. Determine the magnitude and direction of the force on the rectangular loop of wire.Two parallel, infinitely straight lines currents, I1 and I2, (but opposite in direction) are separated by a distance d. Find the magnitude of the force per length between them (“force per length” so that it wouldn’t be an infinite force between them). Indicate whether the force would be attractive or repulsive.Three long, straight wires are seen end-on in the figure below. The distance between the wires is r= 0.254 m. Wires A and B carry current IA = IB = 1.51 A, and wire C carries current Ic = 3.30 A. Assume (for example) the only forces exerted on wire A are due to wires B and C. Find the force per unit length exerted on the following. (Express your answers vector form.) B (a) wire A (b) wire B IB TA N/m N/m Ic XWire 1 carries 1.40 A of current north, wire 2 carries 3.40 A of current south, and the two wires are separated by 1.40 m. 1)Calculate the magnitude of the force acting on a 1.00-cm section of wire 1 due to wire 2. (Express your answer to three significant figures.)Three long, straight wires are seen end-on in the figure below. The distance between the wires is r = 0.266 m. Wires A and B carry current IA = IB = 1.48 A, and wire C carries current Ic = 3.22 A. Assume (for example) the only forces exerted on wire A are due to wires B and C. Find the force per unit length exerted on the following. (Express your answers in vector form.) A (a) wire A FA = B = (b) wire B IB Ic C |(3.88-10-7) – (6.71 · 10−7)ĵ N/m y X N/m