show that the electric field at any point is equal to negative potential gradient at any point
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show that the electric field at any point is equal to negative potential gradient at any point
Explanation:
refer to the attachment ❤❤
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we have to show that the electric field at any point is equal to negative potential gradient at any point.
As we know, the potential at any point due to a point
charge q is given by V=kq/r,
where k is known as the constant of proportionality whose value is
9 x 10^9 Nm^2/C^2
and r is the distance between the point and the charge q.
Now taking del operator on both sides of the equation V=kq/r.
Go through the given Attachment.
So we can prove with mathematically that electric field is the negative gradient of the potential.
Attachments:
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