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A cubical region of side a has its centre at the origin. It encloses three point charges , `-q` at `(0, -a//4 , 0),+3q at (0,0,0)` and `-q` at `(0,+a//4 ,0)`. Choose the correct option (s) (i) The net electric flux crossing the plane `x = +(q)/(2)` is equal to the net electric flux crossing the plane `x = -(a)/(2)` (ii) The net electric flux crossing the plane `y = +(a)/(2)` is more than the net electric flux crossing the plane `y = -(a)/(2)` (iii) The net electric flux crossing the entire region is `(q)/(epsilon_(0))` (iv) The net electric flux crossing the plane `z = +(a)/(2)` is equal to the net electric flux crossing the plane `x = +(a)/(2)`A. (a) The net electric flux crossing the plane `x=+a//2` is equal to the net electric flux crossing the plane `x=-a//2`B. (b) The net electric flux crossing the plane `y=+a//2` is more than the net electric flux crossing the plane `y=-a//2`.C. (c) The net electric flux crossing the entire region is `q/epsilon_0`D. (d) The net electric flux crossing the plane `z=+a//2` is equal to the net electric flux crossing the plane `x=+a//2`. |
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Answer» Correct Answer - A::C::D The electric flux passing through `x=+a/2`, `x=-a/2`, `z=+a/2` is same due to symmetry. The net electric flux through the cubical region is `(-q+3q-q)/(epsilon_0)=1/epsilon_0`. |
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