A 12.0 V battery is connected into a series circuit containing a 14.0 2 resistor and a 1.90 H inductor.(a) In what time interval (in s) will the current reach 50.0% of its final value?What formula gives the current as a function of time for an RL circuit that is in series with a battery? In the limit as time goes to infinity, what is the final value of the current? Use the formula again to calculate the time when the curr(b) In what time interval (in s) will the current reach 90.0% of its final value?Enter a rumber. gives the current as a function of time for an RL circuit that is in series with a battery? In the limit as time goes to infinity, what is the final value of the current? Use the formula againcalculate the time when the currWhat If? After a very long time, using a switch like that shown in the figure below, the battery is removed and the inductor is connected directly across the resistor.(c) In what time interval (in s) will the current decrease to 50.0% of its initial value?(d) In what time interval (in s) will the current decrease to 10.0% of its initial value?Need Help? Read It MasterSubmit Answnr

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A 12.0 V battery is connected into a series circuit containing a 14.0 2 resistor and a 1.90 H inductor. (a) In what time intenal (in e) will the current reach 50 ON of Ite final value?

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ISBN:9781305952300

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Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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The word "electromagnet" is composed of two words, ‘electro’ and ‘magnet’. It is a type of magnet in which an electric current helps in the generation of a magnetic field. Electromagnets usually consist of two major parts, wire and a coil around which the wire is wound. This is called a solenoid. When an electric current is allowed to pass through the coiled wire, the electric current produces a magnetic field. This magnetic field is present only when current is passing through the wire.

Question

A 12.0 V battery is connected into a series circuit containing a 14.0 2 resistor and a 1.90 H inductor.
(a) In what time interval (in s) will the current reach 50.0% of its final value?
What formula gives the current as a function of time for an RL circuit that is in series with a battery? In the limit as time goes to infinity, what is the final value of the current? Use the formula again to calculate the time when the curr
(b) In what time interval (in s) will the current reach 90.0% of its final value?
Enter a rumber. gives the current as a function of time for an RL circuit that is in series with a battery? In the limit as time goes to infinity, what is the final value of the current? Use the formula again
calculate the time when the curr
What If? After a very long time, using a switch like that shown in the figure below, the battery is removed and the inductor is connected directly across the resistor.
(c) In what time interval (in s) will the current decrease to 50.0% of its initial value?
(d) In what time interval (in s) will the current decrease to 10.0% of its initial value?
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