A paper-filled capacitor is charged to a potential difference of Vo = 2.2 V. The dielectric constant of paper is x = 3.7. The capacitor is then disconnected from the charging circuit and the paper filling is withdrawn, allowing air to fill the gap between the plates. Find the new potential difference V₁ of the capacitor. V₁ = While the capacitor is disconnected from the charging circuit, an unknown substance is inserted between the plates. The plates then attain a potential difference that is 0.65 times the original potential difference Vo (when paper filled the capacitor). What is this unknown substance's dielectric constant K₁? V

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K=
A paper-filled capacitor is charged to a potential difference of Vo = 2.2 V. The dielectric constant of paper is K = 3.7. The
capacitor is then disconnected from the charging circuit and the paper filling is withdrawn, allowing air to fill the gap between
the plates. Find the new potential difference V₁ of the capacitor.
PRIMERE
V₁ =
While the capacitor is disconnected from the charging circuit, an unknown substance is inserted between the plates. The plates
then attain a potential difference that is 0.65 times the original potential difference Vo (when paper filled the capacitor). What is
this unknown substance's dielectric constant Ku?
Ku =
BIG SA
V
Transcribed Image Text:? K= A paper-filled capacitor is charged to a potential difference of Vo = 2.2 V. The dielectric constant of paper is K = 3.7. The capacitor is then disconnected from the charging circuit and the paper filling is withdrawn, allowing air to fill the gap between the plates. Find the new potential difference V₁ of the capacitor. PRIMERE V₁ = While the capacitor is disconnected from the charging circuit, an unknown substance is inserted between the plates. The plates then attain a potential difference that is 0.65 times the original potential difference Vo (when paper filled the capacitor). What is this unknown substance's dielectric constant Ku? Ku = BIG SA V
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