Physics

Physics

Problem

A long straight wire along the ZZ -axis carries a current II in the negative ZZ -direction. The magnetic vector field B⃗\vec{B} at a point having coordinates (x,y)(x, y) in the Z=0Z = 0 plane is [2002S] a. μ0I(yi^−xj^)2π(x2+y2)\frac{\mu_0 I (y\hat{i} - x\hat{j})}{2\pi(x^2 + y^2)} b. μ0I(xi^+yj^)2π(x2+y2)\frac{\mu_0 I (x\hat{i} + y\hat{j})}{2\pi(x^2 + y^2)} c. μ0I(xj^−yi^)2π(x2+y2)\frac{\mu_0 I (x\hat{j} - y\hat{i})}{2\pi(x^2 + y^2)} d. μ0I(xi^−yj^)2π(x2+y2)\frac{\mu_0 I (x\hat{i} - y\hat{j})}{2\pi(x^2 + y^2)}

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