A square coil and a rectangular coil are each made from the same length of wire. Each contains a single turn. The long sides of the rectangle are twice as long as the short sides. Find the ratio τsquare /τrectangle of the maximum torques that these coils experience in the same magnetic field when they contain the same current.


A square coil and a rectangular coil are each made from the same length of wire....
A square coil and a rectangular coil are each made from the same length of wire. Each contains a single turn. The long side of the rectangle is 1.5 times the short side. Find the ratio (τsquare/τrectangle) of the maximum torques that these coils experience in the same magnetic field when they contain the same current.
5. A square coil and a rectangular coil are each made from the same length of wire. Each contains a single turn. The long side of the rectangle is 2.4 times the short side. Find the ratio (squareTrectangle) of the maximum torques that these coils experience in the same magnetic field when they contain the same current.
You use two wires of the same length to make a single turn square coil and a single turn rectangular coil. For the rectangular coil, the long side is 3 times the length of the short side. If these two coils have the same current and are placed in the same magnetic field, determine the ratio τmax,s/τmax,r of the maximum torques that the coils experience.
You have a wire of length L = 0.8 m for making a square coil of a dc motor. The current in the coil is I = 2.1 A, and the magnetic field of the motor has a magnitude of B = 0.18 T. Find the maximum torque exerted on the coil when the wire is used to make (a) a single-turn square coil and (b) a two-turn square coil.
You have a wire of length L = 1.6 m for making a square coil of a dc motor. The current in the coil is I = 1.1 A, and the magnetic field of the motor has a magnitude of B = 0.14 T. Find the maximum torque exerted on the coil when the wire is used to make (a) a single-turn square coil and (b) a two-turn square coil.
Figure (a) shows a length of wire carrying a current and bent into a circular coil of one turn. In figure (b) the same length of wire has been bent more sharply, to give a coil of two turns, each of half the original radius (a) If Ba and Bo are the magnitudes of the magnetic fields at the centers of the two coils, what is the ratio BWB? (b) what is the ratio of the dipole moments, μαυα, of...
Two coils are made using the same length of wire and the same number of turns per length, but coil A has twice as many turns as coil B. What is the ratio of their inductances LA/LB? Please show all work with equations and explanations.
A square shaped coil of wire has 30.0 turns and sides of length 10.0 cm. (a) Determine the magnetic field at the precise center of the square if a current of 4.00 A is sent clockwise through the coil. (b) Would the center be the location of the maximum field strength? If not, where do you think the field would be greatest and why? Support your response either way
A 139-turn square wire coil with sides of length L = 20.3cm rotates about a vertical axis at 1210rpm, as indicated in the figure below. The horizontal component of the Earth's magnetic field at the location of the loop is 2.15E-5T. Calculate the maximum emf induced in the coil by the Earth's field.
A)A solenoid is made of 3000 turns of copper wire. The length of the coil is 35.0cm. It is connected to a power supply which provides a current of 5.00A. What is the magnitude of the B-field created inside the solenoid. B) The solenoid coil is twisted to make a toroid of radius 10.0cm. Determine the magnetic field magnitude inside the coils of the toroid.