here,
time, t = 14 ms = 0.014 s
N = 152
r = 4.8 cm = 0.048 m
B = 2.32 T
magnitude of average emf = change in magnetic flux/time taken
magnitude of average emf = 152 *pi * 0.048^2 * (2.32 - 0)/0.014
magnitude of average emf = 182 V
the magnitude of average emf is 182 V
Question 3 1 pts A generator coil is rotated through one-fourth of a revolution (from 0...
A generator coil is rotated through one-fourth of a revolution (from θ = 0º to θ = 90º) in 20 ms. The 155-turn circular coil has a 6 cm radius and is in a uniform 1.78 T magnetic field which initially is pointing along the normal of the coil. What is the magnitude of the average emf (in V) induced? Enter an integer
A generator coil is rotated through one-fourth of a revolution (from θ = 0º to θ = 90º) in 14 ms. The 244-turn circular coil has a 4.4 cm radius and is in a uniform 2.25 T magnetic field which initially is pointing along the normal of the coil. What is the magnitude of the average emf (in V) induced? Enter an integer.
Problem 4. The generator coil shown in the figure below is rotated through one-fourth of a revolution (from 0 = 00 to 0 = 90°) in 15.0 ms. The 200-turn circular coil has a 5.00 cm radius and is in a uniform 1.25 T magnetic field. What is the average emf induced? Carbon brush Carbon brush N Path of motion 2 Coil rotated by mechanical means 90
Problem 4. The generator coil shown in the figure below is
rotated through one-fourth of a revolution (from θ = 0o to θ = 90o
) in 15.0 ms. The 200-turn circular coil has a 5.00 cm radius and
is in a uniform 1.25 T magnetic field. What is the average emf
induced?
1 Carbon brush Carbon brush B N. S Path of motion Coil rotated by mechanical means 90°
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