Question

Here's Your "SwaggerGabru"

Harsh Pratap Singh :)

QUESTION :-

Prove that the electric field is conservative in nature.
(Prove it through derivation as well as theory also needed)

Note:-
Spammed answer will be deleted ⚠️
You can copy the answers from anywhere but answer should be easy to understand. ​

Answer 1

Answer:

If only the initial points and the final points are the source and not the path which is followed for the work which is done by the force for moving a particle from one point to the other.

We can prove that electric field is conservative in nature by taking line integration of the electric field along a close path which will be always zero thus the we will get that electric field does not depends on path but depends on the point which will be given.

Answer 2

$\huge{\underline{\mathtt{\red{A}\pink{N}\green{S}\blue{W}\purple{E}\orange{R}}}}$

• If only the initial points and the final points are the source and not the path which is followed for the work which is done by the force for moving a particle from one point to the other.

• We can prove that electric field is conservative in nature by taking line integration of the electric field along a close path which will be always zero thus the we will get that electric field does not depends on path but depends on the point which will be given.

$Hope \: this \: helps \: uh ...\:$