Electrostatics

Incorrect Answer Choice

Incorrect Answer Choice

Incorrect Answer Choice

The electric field is zero anywhere inside the shell space but non-zero outside based on total enclosed charge.

E = zero

E = \frac{k}{8 \pi \epsilon_0 R^2}

E = \frac{3k}{8 \pi \epsilon_0 R^2}

E = \frac{k}{4 \pi \epsilon_0 R^2}

$K \infty \over \pi \epsilon_0 \times \text{radius}^2$ due to Gauss's Law.

Nonzero outward from the surface proportional to the charge magnitude and inversely with the square of the distance from the surface.

$K_p \over 4 \pi \epsilon_0 \times \text{radius}^2$ as if it is a point charge at the center.

Zero everywhere inside the shell due to the nature of conductors' equilibrium conditions.

It halves.

It remains constant.

It doubles as well.

It quadruples.

The electric field intensity increases to $k imes E_{ ext{external}} - \frac{\sigma}{\epsilon_0}$.

The electric field intensity is reduced to $\frac{E_{ ext{external}}}{k}$.

The electric field intensity becomes zero if $E_{ ext{external}} = \sigma k \epsilon_0$.

The electric field intensity inside remains at $\frac{E_{ ext{external}}}{k} + \frac{\sigma}{\epsilon_0}$.

The potential difference across two points in an electric field.

The magnetic field around a current-carrying wire.

The net electric flux through a closed surface.

The resistance encountered within a closed loop circuit.

Electric potential

Electric flux

Current

Electric field strength

$E$ times the area of one circular base

$E$ times twice the height times $\pi$ times diameter

Zero

$E$ times twice the area of one circular base

It decreases exponentially with radial distance.

It increases linearly with radial distance.

It varies inversely with radial distance from axis.

It remains constant regardless of radial distance.

It does not change because all charge-induced fields emanate from or terminate on charges inside.

It increases as radius increases since there’s more space for lines to spread out.

It fluctuates depending on whether radius expands or contracts.

It decreases as radius increases due to dilution of field lines over a larger surface area.