The potential gradient is a
Vector quantity
Scalar quantity
Conversion factor
Constant
(a)
Potential gradient $=\frac{d V}{d r}=-E$ (Vector)
If on the $x$-axis electric potential decreases uniformly from $60 \,V$ to $20 \,V$ between $x=-2 \,m$ to $x=+2 \,m$, then the magnitude of electric field at the origin
$A, B$ and $C$ are three points in a uniform electric field. The electric potential is
A uniform electric field having a magnitude ${E_0}$ and direction along the positive $X – $ axis exists. If the potential $V$ is zero at $x = 0$, then its value at $X = + x$ will be
Consider a gravity free container as shown. System is initially at rest and electric potential in the regon is $V = (y^3+2)\ J/C$. A ball of charge $q$ and mass $m$ is released from rest from base starts to move up due to electric field and collides with the shaded face as shown.If its speed just after collision is $1.5\ m/s$ and time for which ball is in contact with shaded face is $0.1\ sec$, find external force required to hold the container fixed in its position during collision assuming ball exerts constant force on wall during entire span of collision…….$N$
Two plates are at potentials $-10\, V$ and $+30\, V$. If the separation between the plates be $2\, cm$. The electric field between them is…….$V/m$
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