Two long parallel wires seperated by the hypotenuse of a right triangle with equal sides (isosceles) d as shown in the Figure below. If each carry a current I with the directions shown, using Ampere's Law, find the direction and the magnitude of the magnetic field at point P. d d I I Oa 0 Hol B = VZ nd Ob. Hol T B= VZ nd Oc. Hol Od. I B=. 2 πd Hol B = Oe. V2 nd Hol B = 2 nd Of.

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Hol
B =
g.
2 πd
Hol
B =
O h.
V2 nd
Hol
B = -
2
Oi.
2 πα
Transcribed Image Text:Hol B = g. 2 πd Hol B = O h. V2 nd Hol B = - 2 Oi. 2 πα
Two long parallel wires seperated by the hypotenuse of a right triangle with equal sides (isosceles) d as shown in the Figure below. If each carry a current I with the
directions shown, using Ampere's Law, find the direction and the magnitude of the magnetic field at point P.
d
d
(X)
I
а.
Hol
B =
V2 nd
Hol
↑ B=
V2 nd
Hol
V2
O d. I B=
2 πd
Hol
B =
V2 nd
Hol
B =
2 πα
O f.
Transcribed Image Text:Two long parallel wires seperated by the hypotenuse of a right triangle with equal sides (isosceles) d as shown in the Figure below. If each carry a current I with the directions shown, using Ampere's Law, find the direction and the magnitude of the magnetic field at point P. d d (X) I а. Hol B = V2 nd Hol ↑ B= V2 nd Hol V2 O d. I B= 2 πd Hol B = V2 nd Hol B = 2 πα O f.
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