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b) How does the magnitude of the induced current depend on the strength of the bar magnet? PHY290 c) If the secondary solenoi
PHY290 Experiment-08 c) Given the expression above, how do the equations predict the induced current depends on the number of

Experiment-08 PHY290 Part II: Using stronger bar-magnet to induce current in a Solenoid Air core Solenoid-1, number of turns

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Experiment-08 PHY290 Primary large coil and secondary = small coil Both coils are core solenoids. Table 7: Induce current in
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Answer #1

b) Induced current is given by:

I = E/R

where E is the induced emf and R is the resistance.

So, Induced current is directly proportional to the induced emf.

Now, E is given by

E = NBA/t

Where N is the number of turns, B is the strength of the magnetic field, A is the area and t is the time. So E is directly proportional to B.

Thus I will also be directly proportional to B.

So, The magnitude of the induced current increases with the strength of the bar magnet and vice versa.

As per Chegg guidelines we can solve only the first question. So, please post the other questions separately. Thank you :)

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