A wire carrying a current I enters regions of uniform magnetic fields. The upper region has a uniform magneti field pointing into the page, while the field points out of the page in the lower region. The magnetic fields in both regions hav
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- A Gaussian surface has the shape of a right circular cylinder and is in a region where there is a magnetic field. There is an inward magnetic flux through the bottom cup of the cylinder 10 Wb. There is an outward magnetic flux through the top cup of the cylinder of 5Wb. Calculate the magnetic flux through the curved surface of the cylinder.Two wires each carry 10.0 A of current (in opposite directions) and are 2.10 mm apart. What is the magnetic field 33.0 cm away at point P, in the plane of the wires? If the net field is into the page, enter a negative value. X mm Yem where X= 2.10 mm and Y= 33.0 cm. TThe figure show across-section of a long cylindrical conductor of radius a=4.0 cm containing a longcylindrical hole of radius b=1.50 cm. the central axis of the cylinder and hole are parallel and are d=2.0 cmapart. Current i=5.25 A is uniformly distributed over the tinted area.a) What is the magnetude of the magnetic field at the center of the hole.b) Comment on the case b=0 (no hole ) and d=0 (coaxiail hole)
- Two long wires each carry the same current I in opposite directions, as shown in the figure. d d (a) The magnitude of the net magnetic field at point 1, midway between the two wires, is 2.0 mT. Find the magnitude and direction of the net magnetic field at point 2. (b) The bottom wire is held fixed, and the top wire, that has a mass per unit length of 1.5 g/m, levitates above it. Find the current I.Consider a circular wire of radius a that carries a current I directed as shown below. Calculate the magnitude of the magnetic field at point P due to the circular wire. We assume that Point P lies on the axis of the circular wire.pls take ur time
- A current of 13 A flow through a square loop where each side is 16 cm in length. Calculate the magnitude of the magnetic field at the center of the loop.A long solenoid with n = 50 turns per centimeter and a radius of R = 5 cm carries a current of i = 45 mA. Find the magnetic field in the solenoid. The magnetci field, Bo = If a straight conductor is positioned along the axis of the solenoid and carries a current of 37 A, what is the magnitude of the net magnetic field at the distance R/2 from the axis of the solenoid? The net magnetic field, BNet Units HT Units HTA lightning bolt may carry a current of 1.00 x 104 A for a short time. What is the resulting magnetic field 130 m from the bolt? Suppose that the bolt extends far above and below the point of observation. μT
- dB = The vector 7 points from the source (the current, or location S) to the location of interest (P). What is the y component of the "unit vector", in meters? Ho Idlxf 4T p2 This problem checks your understanding of the term in the equation for the magnetic field due to a small "segment" of current, Consider a small "piece" of current (perhaps in a wire) at a location $ whose coordinates are (6 m, 6 m, 7 m). We would like to find the magnetic field at a location P whose coordinates are (4 m, 2 m, 9 m).Don't use chat gpt It Chatgpt means downvoteA long wire is carrying a current of 1.00 A what will be the magnitude of the magnetic field at 100 cm from the wire.