What is the direction of the magnetic field at point P due to the current I,? Up Down Right Left O Into (the page)

University Physics Volume 2
18th Edition
ISBN:9781938168161
Author:OpenStax
Publisher:OpenStax
Chapter11: Magnetic Forces And Fields
Section: Chapter Questions
Problem 35P: What is the direction of the magnetic field that produces the magnetic force shown on the currents...
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What is the direction of the magnetic field at point P due to the current I,?
O Up
Down
Right
Left
Into (the page)
O Out of (the page)
Transcribed Image Text:What is the direction of the magnetic field at point P due to the current I,? O Up Down Right Left Into (the page) O Out of (the page)
Sum of fields
The sequence of questions on the right will guide you to calculate the net magnetic
field at a point due to multiple sources.
In the case shown in the figure below, the sources of the magnetic field are two
current-carrying wires.
Wire-1 carries a 12A current pointing Up, and Wire-2 carries a 10A current
pointing Left. (indicated by (b) on the figure.)
12 A
15 cm
10 A
(a) >
(b)
8.0
ст
8.0
cm
15 cm
The net magnetic field at any point can be calculated as the vector sum of the field
contributions from each wire.
In other words, to find the net field, we need to find the field from each wire, and
their relative orientations. If the fields point in the same direction, their
magnitudes add up. If they point in opposite directions, then the net field's
magnitude is the difference between the magnitudes, and the direction is that of
the stronger field.
Transcribed Image Text:Sum of fields The sequence of questions on the right will guide you to calculate the net magnetic field at a point due to multiple sources. In the case shown in the figure below, the sources of the magnetic field are two current-carrying wires. Wire-1 carries a 12A current pointing Up, and Wire-2 carries a 10A current pointing Left. (indicated by (b) on the figure.) 12 A 15 cm 10 A (a) > (b) 8.0 ст 8.0 cm 15 cm The net magnetic field at any point can be calculated as the vector sum of the field contributions from each wire. In other words, to find the net field, we need to find the field from each wire, and their relative orientations. If the fields point in the same direction, their magnitudes add up. If they point in opposite directions, then the net field's magnitude is the difference between the magnitudes, and the direction is that of the stronger field.
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