I See You’ve Edited The Wording Of This Question.
The electric flux through any one face of the cube is: For this new question, you’re implying that e is. If the particle can be moved to any point within the cube, what maximum value can.
A Point Particle With Charge Q Is At The Center Of A Gaussian Surface In The Form Of A Cube.
So we then conclude that the flux through one face of our 1s cube is (1/24)q/ε. My answer below to your original question is no longer applicable. Physics 101 mechanics 9 months ago a point particle with charge q is placed inside a cube but not at its center the electric flux through any one side of the cube:
A Point Charge +Q Is At The Center Of A Spherical Conducting Shell Of Inner Radius R1 And Outer.
A particle with charge q is located inside a cubical gaussian surface. A point particle with charge q is at the center of a gaussian surface in the form of a cube. A point particle with charge q is at the center of a gaussian surface in the form of a cube.
The Electric Flux Through Any One Face Of The Cube Is:
A point particle with charge q is at the center of a gaussian surface in the form of a cube. C) g/4 d) ql6to e) q/1680 this problem. Let's take our 1s cube and have our charge q at.
The Electric Flux Through Any One Tace Of The Cube I Α.
A point particle with charge q is at the center of a gaussian surface in the form of a cube. The total electric flux through the cube is q/eo q'eo 6q/€o none of the above electric flux is maximum, when angle between e and the normal to the surface area is: (1) q/16ε0 (2) q/4πε0 (3) q/4ε0.