A circular coil with a radius of 0.695 m is spinning. You can describe this spinning using a unit vector n = cos(wt) + sin(wt)ŷ with w1.91 radians/second. The spinning coil is inside a magnetic field that is also spinning according to B = Bo (sin(at) - cos(at)ŷ) with Bo 18.5 tesla and a = 7.64 radians/second. In units of N/C, what is the magnitude of the electric field induced in the coil, at time t = 0?
A circular coil with a radius of 0.695 m is spinning. You can describe this spinning using a unit vector n = cos(wt) + sin(wt)ŷ with w1.91 radians/second. The spinning coil is inside a magnetic field that is also spinning according to B = Bo (sin(at) - cos(at)ŷ) with Bo 18.5 tesla and a = 7.64 radians/second. In units of N/C, what is the magnitude of the electric field induced in the coil, at time t = 0?
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A circular coil with a radius of 0.695 m is spinning. You can describe this spinning
using a unit vector
n = cos(wt) + sin(wt)ŷ
with = 1.91 radians/second.
The spinning coil is inside a magnetic field that is also spinning according to
B = Bo (sin(at) - cos(at)ý)
with Bo 18.5 tesla and a = 7.64 radians/second.
In units of N/C, what is the magnitude of the electric field induced in the coil, at time t
O?
4.8993
36.8367 margin of error +/- 5%
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