A circular coil 15.0 cm in diameter and containing nine loops lies flat on the ground. The Earth's magnetic field at this location has magnitude 5.00×10-5T and points into the Earth at an angle of 53.0* below a line pointing due north. A 7.80-A clockwise current passes through the coil. Determine the torque on the coil.
given that
diameter d = 0.15 m
radius r = d/2 = 0.075 m
magnetic field B = 5*10^-5 T
current i = 7.8 A
from the relation
torque T = 
where
magnetic
moment = NiA
T = (9*7.8*3.14*0.075^2 j)*5*10^-5*(cos53i-sin53j)
T = 6.19*10^-5*(-0.602 k)
T = torque = 3.726*10^-5 N-m (into the page)
A circular coil 15.0 cm in diameter and containing nine loops lies flat on the ground....
Please HELP! A circular coil 18.0 cm in diameter and containing nine loops lies flat on the ground. The Earth's magnetic field at this location has magnitude 5.00×10−5T and points into the Earth at an angle of 59.0 ∘ below a line pointing due north. A 6.90-A clockwise current passes through the coil. Part A Determine the torque on the coil. Express your answer using three significant figures and include the appropriate units. T= ??? Part B Which edge of...
A circular coil 11.0 cm in diameter and containing nine loops lies flat on the ground. The Earth's magnetic field at this location has magnitude 4.50×10−5T and points into the Earth at an angle of 58.0 ∘ below a line pointing due north. A 7.20-A clockwise current passes through the coil. Part A Determine the torque on the coil. Express your answer using three significant figures and include the appropriate units. Part BSubmitRequest Answer Which edge of the coil rises...
Question number 6 A circular coil 18.0 cm in diameter and containing nine loops lies flat on the ground. The Earth's magnetic field at this location has magnitude 5.50×10−5T and points into the Earth at an angle of 52.0 ∘ below a line pointing due north. A 7.20-A clockwise current passes through the coil. Part A Determine the torque on the coil. Express your answer using three significant figures and include the appropriate units.
A nine loop circular coil of diameter 12.0 cm lies flat on the ground. the earth's magnetic field at that point has a magnitude of 5.5x10-5 T and points into the loop at an angle 56 to the vertical. If a clockwise current passes through the coil: A) Draw the diagram of the loop and show the directions of B and I B) Find the torque on the coil C) Which edge of the coil will rise up? North, South,...
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In a circular coil of 15.0 cm the current is 3.50 A. The coil is in a magnetic field of magnitude of 15.0 T in such a way that its normal vector makes an angle of 30 degrees with the field. Determine the coil torque and the magnetic dipole moment.
A rectangular coil that has a
length of 18.5 cm and a width of 9.0 cm containing 14 loops lies
flat on your desk as shown on this page. A uniform magnetic field
of magnitude 5.10 × 10 − 5 T points towards the left of this page.
If a 8.00-A clockwise current flows through the coil, (a) determine
the torque on the coil.
4. A rectangular coil that has a length of 18.5 cm and a width of 9.0...
4) (20 points) A circular coil has a diameter of 20 cm, 40 loops, and a resistance of 0.25 2. The coil lies in the plane of the paper and in a magnetic field of 0.80 T pointing into the page, as shown. If the magnitude of the magnetic field then decreases from 0.80 T to 0.05 T in 0.20 s, determine the magnitude and direction of the induced current in the loop? X х X 0.80 T х X...
A circular coil with 15 turns of 19.4 cm diameter lies in the xy
plane. The current in each coil turn is 7.6 A clockwise (seen from
the + z axis), and an external magnetic field Bx = 0.63T, By =
0.49T, Bz = -0.8 T passes through the coil. Determine a) the
magnitude of the torque on the coil due to the external magnetic
field. (in Newton meter)
Una bobina circular con 15 espiras de 19.4 cm de diámetro...
3) In a circular coil of 15.0 cm stream is 3.50 to.The coil is located in a magnetic field of magnitude of 15.0 T in such a way that its normal vector makes an angle of 30 degrees with the field.Determine the torque on the coil and the magnetic dipole moment.