Essentially, a rectangular coil with 30 turns, resisstance 35 ohms, dimensions 50 x 12 cm is in a uniform magnetic field perpendicular to the plane of the coil. The magnetic field varies w/ rime as B(t) = at - bt^2 where a = 130 T/s and b = 35 T/s^2. What is the value of the induced current (in A) in the coil at time of 5 seconds?
Essentially, a rectangular coil with 30 turns, resisstance 35 ohms, dimensions 50 x 12 cm is in a uniform magnetic field perpendicular to the plane of the coil. The magnetic field varies w/ rime as B(t) = at - bt^2 where a = 130 T/s and b = 35 T/s^2. What is the value of the induced current (in A) in the coil at time of 5 seconds?
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Essentially, a rectangular coil with 30 turns, resisstance 35 ohms, dimensions 50 x 12 cm is in a uniform magnetic field perpendicular to the plane of the coil. The magnetic field varies w/ rime as B(t) = at - bt^2 where a = 130 T/s and b = 35 T/s^2. What is the value of the induced current (in A) in the coil at time of 5 seconds?
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