A current of 3 root 3A is flowing in an equilateral triangle of side 3root3m made of uniform wire. The net magnetic field at the centroid of the triangle is
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hello bro..................
a = length of side of equilateral triangle
r = perpendicular distance of each side from centroid = (√3) a/6
θ = angle by each end of each side at centroid = 60
Using Biot-savart's law , magnetic field at the centroid by each side is given as
B = (μ/4π) (i/r) (Sinθ + Sinθ)
B = (μ/4π) (i/ (√3) a/6) (Sin60 + Sin60)
B = (μ/4π) (6i/ (√3) a) (2) ((√3)/2)
B = (μ/4π) (6i/a)
total magnetic field by all three sides is given as
B'' = 3 B = 3 (μ/4π) (6i/a)
B'' = (μ/2π) (9i/a)
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