A solenoid of diameter 0.2 m has 500 turns per metre. At the centre of this solenoid, a coil of 100 turns is wrapped closely around it. If the current in the so- lenoid changes from zero to 2 A in 1 millisecond, calculate the induced emf developed in the coil.
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- Don't use chat gpt Chatgpt means downvoteA 40 turn conductive loop encloses an area of 0.55 m?. At what constant rate should the magnetic field directed perpendicular to the loop change with time if the induced emf is to be 4.25 Volts? Consider only positive numbers here in your answer.At some point, not close to its ends, within a solenoid of arbitrary length, calculate the approximate magnetic field if the solenoid carries a current of 18.0 A and has 17.0 turns/m of the solenoid’s length. Also, if the number of turns per m is tripled, the magnetic field will change in what way?
- A 42 turn conductive loop encloses an area of 0.68 m2. At what constant rate should the magnetic field directed perpendicular to the loop change with time if the induced emf is to be 3.6 Volts? Consider only positive numbers here in your answer.A 40.0 mA current is carried by a uniformly wound air-core solenoid with 400 turns, a 14.0 mm diameter, and 11.0 cm length. (a) Compute the magnetic field inside the solenoid. (b) Compute the magnetic flux through each turn. |T•m2 (c) Compute the inductance of the solenoid. mH (d) Which of these quantities depends on the current? (Select all that apply.) O magnetic field inside the solenoid O magnetic flux through each turn O inductance of the solenoid