Question

Gauss's theorem in magnetism is the proof for the existence of _______?

Answer 1

most probable answer should be $\textbf{monopole}$
e.g., Gauss’ theorem in magnetism is the proof for the existence of monopole.

actually , Gauss sir said that net magnetic flux through any closed surface is zero. mathematically it can be written as $\large{\oint{\vec{B}.d\vec{A}}=0}$
where B is magnetic field through the Gaussian surface and dA is area vector.

an immediate consequence of this law is the non existence of magnetic monopole in nature. this is the most important fact given by Gauss sir. it is 100% correct that we don't have any evidence of their existence.

so, answer is $\textbf{magnetic monopole/monopole}$

Answer 2

"Monopole" is the right answer.

Explanation:

• Gauss Sir then said that the net magnetic field or flux through every closed path is null. Numerically, it could be published as

⇒     $\oint \vec{B}.d\vec{A}=0$

• if B seems to be a magnetic field via the Gaussian exterior, as well as dA has become a vector of area.

• The obvious impact of such a rule is that there is no electromagnetic hegemony in general. This has been the most significant truth that Gauss Sir has provided. It seems to be 100% correct which we don't have any proof of everyone's presence.

Learn more:

https://brainly.in/question/6110170