Two infinitely long conductors carries current I, each along the x-axis and y-axis, respectively. A small circular coil of radius R, mass m and having N turns is also carrying current I in anticlockwise direction. The plane of the loop is parallel to the xy-plane, with its centre at a distance d along z-axis. Find the angular acceleration (in rad s−2) of the loop.Take: d=π√2,I=10 A,N=1000,m=1 g

Two infinitely long conductors carries current I, each along the x-axi

1.	Two infinitely long conductors carries current I, each along the x-axis and y-axis, respectively. A small circular coil of radius R, mass m and having N turns is also carrying current I in anticlockwise direction. The plane of the loop is parallel to the xy-plane, with its centre at a distance d along z-axis. Find the angular acceleration (in rad s−2) of the loop.Take: d=π√2,I=10 A,N=1000,m=1 g
Answer» Two infinitely long conductors carries current $I$ , each along the $x$ -axis and $y$ -axis, respectively. A small circular coil of radius $R$ , mass $m$ and having $N$ turns is also carrying current $I$ in anticlockwise direction. The plane of the loop is parallel to the $x y$ -plane, with its centre at a distance $d$ along $z$ -axis. Find the angular acceleration (in ${rad s}^{- 2}$ ) of the loop. Take: $d = \frac{π}{\sqrt{2}}, I = 10 A, N = 1000, m = 1 g$

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