What is the electric flux through a cube of 1 cm?
Therefore, the net charge enclosed within the cube is zero. Therefore, electric flux is zero.
What are the three basic properties of the electric charge?
In this section, we will learn about three such properties of point charges; the additivity of electric charge, the conservation of electric charge, and the quantization of electric charge.
When the radius of the spherical Gaussian surface is increased by 4 times then how does the flux due to a point charge get affected?
Since, on increasing the radius of the Gaussian surface, charge q remains unchanged, the flux through the spherical Gaussian surface will not be affected when its radius is increased.
Does flux change with radius?
– The total electric flux through any closed surface is proportional to the total electric charge inside the surface. Point Charge Inside a Spherical Surface: – The flux is independent of the radius R of the sphere.
How does the electric flux and electric field enclosing a given charge vary when the area enclosed by the charge is doubled?
How does the electric flux, electric field enclosing a given charge vary when the area enclosed by the charge is doubled? thus doubling the area will double the flux. But in the case given in question ,the guassian surface area enclosing the charge is doubled then in such a case the flux will remain unchanged.
What is the electric flux through the surface of a sphere due to a point charge lying outside it?
Answer: Zero. Explanation: According to gauss law, the net flux passing through a surface is proportional to the charge enclosed within the surface.
What happens to the field if you have charges outside the closed surface?
No; zero field could be caused by charges outside of the surface as well as inside the surface.
What would be the electric flux When charge is located outside a closed surface?
(a) The electric flux through a closed surface due to a charge outside that surface is zero. (b) Charges are enclosed, but because the net charge included is zero, the net flux through the closed surface is also zero.