A coil of wire with 208 circular turns of radius 3.20 c m is in a uniform magnet
ID: 3896219 • Letter: A
Question
A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/s T/s T/s A coil of wire with 208 circular turns of radius 3.20cm is in a uniform magnetic field along the axis of the coil. The coil has R = 43.9? . Part A At what rate, in teslas per second, must the magnetic field be changing to induce a current of 0.153A in the coil? T/sExplanation / Answer
current=0.153 amperes.
so voltage=IR
=0.153*43.9
=6.7167 Volts
let the chage be x T/s
so,
x*area=V
or x*208*0.032^2*pi=6.7167
or x=10.03 T/s
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