PhysicsMedium46×since 2002Q6984In a cuboid of dimension 2 L×2 L×L2 \mathrm{~L} \times 2 \mathrm{~L} \times \mathrm{L}2 L×2 L×L, a charge qqq is placed at the center of the surface 'S\mathrm{S}S' having area of 4 L24 \mathrm{~L}^{2}4 L2. The flux through the opposite surface to 'S\mathrm{S}S' is given byAq2ϵ0\frac{q}{2 \epsilon_{0}}2ϵ0qBq3ϵ0\frac{q}{3 \epsilon_{0}}3ϵ0qCq12ϵ0\frac{q}{12 \epsilon_{0}}12ϵ0qDq6∈0\frac{q}{6 \in_{0}}6∈0qCheck answerSkip