Good effort dear. I have a general question. Why we take only positive charge explaining the Gauss's law, that is the total flux leaving the surface is equal to enclose charge times permitivity. If the charge is negative Inside the gaussian surface then flux is not leaving the surface , I mean then it is sink. How we can explain this?.
@@aaclassroom but we say in Gauss's law that the net flux leaving a surface is equal to the total charge enclosed by the surface times permitivity. If the charge is negative then what would be the statement ? and why the statement is not genaral mean for negative charge too?
Let me tell you in a more simpler way. First the statement of Gauss's law is "the total flux through any closed surface is 1/epsilon not times the net charge enclosed by that surface. The total flux never means that it will always be positive it is a general statement (both for positive and negative). Moreover for a negative charge the flux through the surface is negative. For a positive charge the flux through a closed surface will be positive.
More informative Sir
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Osm Sir G..!
Thanks dear. Stay blessed!
Really appreciated and commendable efforts
Thanks dear.Stay blessed!
Sir make a videos on statistical mechanisms and quantum mechanics just and must
IA I'll try my best
Good effort dear. I have a general question. Why we take only positive charge explaining the Gauss's law, that is the total flux leaving the surface is equal to enclose charge times permitivity. If the charge is negative Inside the gaussian surface then flux is not leaving the surface , I mean then it is sink. How we can explain this?.
Yes its the net charge inside the closed surface and it can be negative. In that case the flux is negative
Many thanks. Stay blessed always.
@@aaclassroom but we say in Gauss's law that the net flux leaving a surface is equal to the total charge enclosed by the surface times permitivity. If the charge is negative then what would be the statement ? and why the statement is not genaral mean for negative charge too?
@@aaclassroom leaving flux indicates positive charge in the statement. What is for negative charge ?
Let me tell you in a more simpler way. First the statement of Gauss's law is "the total flux through any closed surface is 1/epsilon not times the net charge enclosed by that surface. The total flux never means that it will always be positive it is a general statement (both for positive and negative). Moreover for a negative charge the flux through the surface is negative. For a positive charge the flux through a closed surface will be positive.