: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup series described in part I, you relate the charge Q on either capacitor 5 to the voltage of the power supply Vand find that Q=C holds. Derivation of C series V for some C series Equation 4 is: C ²₁₁ = C₁₂ + C₁₂₁ || 1 2 that can be expressed in terms of C and C₂. State what this formula is, and prove that it 1 2 Derivation of C'series: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup described in part I, you relate the charge on either capacitor to the voltage of the power supply V and find that Q = C'series V for some Cseries that can be expressed in terms of C₁ and C₂. State what this formula is, and prove that it holds. 5

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: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup
series
described in part I, you relate the charge Q on either capacitor 5 to the voltage of the power supply Vand find that
Q=C
holds.
Derivation of C
series
V for some C
series
Equation 4 is: C
²₁₁ = C₁₂ + C₁₂₁
||
1
2
that can be expressed in terms of C and C₂. State what this formula is, and prove that it
1
2
Derivation of C'series: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup
described in part I, you relate the charge on either capacitor to the voltage of the power supply V and find that
Q = C'series V for some Cseries that can be expressed in terms of C₁ and C₂. State what this formula is, and prove that it
holds.
5
Transcribed Image Text:: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup series described in part I, you relate the charge Q on either capacitor 5 to the voltage of the power supply Vand find that Q=C holds. Derivation of C series V for some C series Equation 4 is: C ²₁₁ = C₁₂ + C₁₂₁ || 1 2 that can be expressed in terms of C and C₂. State what this formula is, and prove that it 1 2 Derivation of C'series: There is a formula somewhat analogous to (4) for capacitors in series: if you take the setup described in part I, you relate the charge on either capacitor to the voltage of the power supply V and find that Q = C'series V for some Cseries that can be expressed in terms of C₁ and C₂. State what this formula is, and prove that it holds. 5
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