Identify the correct statement
a) The electric field along the equi-potential surface is zero
b) No two equi-potential surfaces can intersect with each other
c) The equi-potential surfaces tell the direction of the electric field
d ) all the above
Answers
Answer:
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As we know that two equipotential surfaces can not intersect each other and lines of force are always perpendicular to the equipotential surface.
When two equipotential lines close together, the slope will be steep. So, close equipotential surfaces indicate a maximum electric field.(E=−
dx
dV
)
Ans: (A),(C),(D) As we know that two equipotential surfaces can not intersect each other and lines of force are always perpendicular to the equipotential surface.
When two equipotential lines close together, the slope will be steep. So, close equipotential surfaces indicate a maximum electric field.(E=−
dx
dV
)
Ans: (A),(C),(D) As we know that two equipotential surfaces can not intersect each other and lines of force are always perpendicular to the equipotential surface.
When two equipotential lines close together, the slope will be steep. So, close equipotential surfaces indicate a maximum electric field.(E=−
dx
dV
)
Ans: (A),(C),(D)