- The electric field between the plates of the capacitor.
- The energy stored in the capacitor.
Because initially $\text{E}_{1} = \frac{\sigma}{\varepsilon}_{\circ}$ and finally $\text{E}_{2} =\frac{1}{\text{k}}.\frac{\sigma}{\varepsilon}_{\circ}$
$\text{E} = \frac{\text{E}_{1}}{\text{K}}$
New capacitance$\text{C} = \bigg(\frac{\varepsilon_\circ\text{A}}{2\text{d}}\bigg)\text{k}$
$ = \frac{\text{K}}{2}\text{C}_{\circ} , $
$\therefore\text{C} < \text{C}_{\circ}$
Initially Energy $ = \frac{\text{Q}^{2}}{2\text{c}}$ and Energy $ = \frac{\text{Q}^{2}}{\text{c}}.\frac{2}{\text{k}}\text{as }1 < \text{K} < 2.$
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