to save the static character of conductor in the presence of electric field
1. Electric field lines of force originate from the positive charge and terminate at the negative charge. 2. Electric field lines of force can never intersect each other. 3. Electric field lines of force are not present inside the conductor, it is because electric field inside the conductor is always zero. 4. Electric field lines of force are always perpendicular to the surface of conductor. 5. Curved electric field lines are always non-uniform in nature.
yes i presume
If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.
i anit sure sorry but i would like to know the same thing
The force associated with Torque T is always perpendicular to the torque motion, T=FxR.
1. Electric field lines of force originate from the positive charge and terminate at the negative charge. 2. Electric field lines of force can never intersect each other. 3. Electric field lines of force are not present inside the conductor, it is because electric field inside the conductor is always zero. 4. Electric field lines of force are always perpendicular to the surface of conductor. 5. Curved electric field lines are always non-uniform in nature.
yes i presume
If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.If it isn't perpendicular, the charges would be redistributed because there would be force component tangential to the surface. In other words, the charges would move to a new equilibrium position, in which the electric field IS perpendicular to the surface.
that's the "normal force"
The diagonals of a square are always perpendicular.
A rectangle always has perpendicular sides.
A rhombus has 4 equal sides and the diagonals are always perpendicular
Not always. It won't bend if it enters the new medium perpendicular to the surface that separates them, and it won't bend when the refractive indices of the two media are equal.
In a kite geometric shape, the diagonals are always perpendicular.
Not always.
The diagonals of a rectangle are never perpendicular but the diagonals of a square are perpendicular
Yes they always do! They are not Perpendicular if they don't.