Learning Goal: To understand the meaning of capacitance and ways of calculating capacitance What is the voltage V between the plates of the capacitor? Express V in terms of the quantities given in the introduction and any required physical constants. When a positive charge q is placed on a conductor that is insulated from ground, an electric field emanates from the conductor to ground, and the conductor will have a nonzero potential V relative to ground. If more charge is placed on the conductor, this voltage will increase proportionately. The ratio of charge to voltage is called the capacitance C of this conductor: C = a/V. ? V = Figure 1 of 1 Part D Now find the capacitance C of the parallel-plate capacitor. Express C in terms of quantities given in the introduction and constants like eo. να ΑΣφ C =

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Learning Goal:
To understand the meaning of capacitance and ways of
calculating capacitance
What is the voltage V between the plates of the capacitor?
Express V in terms of the quantities given in the introduction and any required physical
constants.
When a positive charge q is placed on a conductor that
is insulated from ground, an electric field emanates
from the conductor to ground, and the conductor will
have a nonzero potential V relative to ground. If more
charge is placed on the conductor, this voltage will
increase proportionately. The ratio of charge to voltage
is called the capacitance C of this conductor:
C = q/V.
ΑΣΦ
V =
Figure
1 of 1
Part D
A
Now find the capacitance C
the parallel-plate capacitor.
Express C in terms of quantities given in the introduction and constants like €o.
?
C =
Transcribed Image Text:Learning Goal: To understand the meaning of capacitance and ways of calculating capacitance What is the voltage V between the plates of the capacitor? Express V in terms of the quantities given in the introduction and any required physical constants. When a positive charge q is placed on a conductor that is insulated from ground, an electric field emanates from the conductor to ground, and the conductor will have a nonzero potential V relative to ground. If more charge is placed on the conductor, this voltage will increase proportionately. The ratio of charge to voltage is called the capacitance C of this conductor: C = q/V. ΑΣΦ V = Figure 1 of 1 Part D A Now find the capacitance C the parallel-plate capacitor. Express C in terms of quantities given in the introduction and constants like €o. ? C =
Part G
Find the potential difference across the 150 nF capacitor.
Express your answer with the appropriate units.
HA
?
V =
Value
Units
Part H
Find the potential difference across the 120 nF capacitor.
Express your answer with the appropriate units.
HA
?
V2 =
Value
Units
%3D
Transcribed Image Text:Part G Find the potential difference across the 150 nF capacitor. Express your answer with the appropriate units. HA ? V = Value Units Part H Find the potential difference across the 120 nF capacitor. Express your answer with the appropriate units. HA ? V2 = Value Units %3D
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