A current path of the arc. If the arc subtends an angle ot e = 30' and the radius of the arc is .bm, what are the magnitude and direction of the field produced at Pif the curvent is 3A? shaped as shown in higure, produces a magnetic field at P, the center %3D ruban O uSE BIOT - SAVART LAW dB = M, Idsx 300 rslam

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Chapter24: Magnetic Fields
Section: Chapter Questions
Problem 79A
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Hello there. I’m having a very hard time understanding a concept and it’s driving me crazy.lol. I’ve had help with this problem already but I don’t understand the work that you guys completed. I was just hoping that someone could clarify why r^2 becomes just r in the attached problem. I just want to understand the work that you guys did! Thank you so much!
CHAP 22 ( 35)
A current path shaped as shown in Figure, produces a magnetic field at P, the center
of the arc. If the 'arc subtends an angle ot e = 30° and the radius of the arc
is .bm, what are the magnitude and direction of the field produced at P if the
curvent is 3A ?
truban O
uSE BIOT - SAVART LAW
dB = M, Id
rs.lom
Since Pis on the axis ef the wires,0:0
FOR B, B3
So sine = O
e= 30°
r=.lom
I = 3A
Mo= 4T x 10 T.mA
→B=0
B2
(CUEVED PATH)
M. I
4n r
(4m x 10T.m/A)( 3A)
TT
3.7.70
4.524
Transcribed Image Text:CHAP 22 ( 35) A current path shaped as shown in Figure, produces a magnetic field at P, the center of the arc. If the 'arc subtends an angle ot e = 30° and the radius of the arc is .bm, what are the magnitude and direction of the field produced at P if the curvent is 3A ? truban O uSE BIOT - SAVART LAW dB = M, Id rs.lom Since Pis on the axis ef the wires,0:0 FOR B, B3 So sine = O e= 30° r=.lom I = 3A Mo= 4T x 10 T.mA →B=0 B2 (CUEVED PATH) M. I 4n r (4m x 10T.m/A)( 3A) TT 3.7.70 4.524
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