Question: A = 3, B = 3, C = 11 Consider a rectangular-shaped loop made up of N = (C+50) closely wrapped turns of wire, as
A = 3, B = 3, C = 11
Consider a rectangular-shaped loop made up of N = (C+50) closely wrapped turns of wire, as shown in the attached figure. The dimensions of the loop in meters are a = (A + 10)/100 m and b = (B +15)/100 m. The coil is hinged, like a door, along the y-axis and the plane of the loop makes an angle, 0 = (10+ (D/2)), with the x-axis. What is the magnitude of the torque exerted on the loop, at this angle, if the magnetic field is uniform and is pointed in the x-direction with a value of B = 0.800 T (teslas) and the current in the wire is I = 1.5 A (amperes) and flowing in the direction shown? Calculate the answer in newton-meters (Nm) and round it to two significant figures. Do NOT post your work, just your answer. Your answer is either marked 'good', if it is correct or the correct answer is posted. y N a -b B 0
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Given Let A3 No of turns b D 20 given 8102... View full answer
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