0. Two parallel plates have a capacitance value of 0.17 µF when they are 1.5 mm apart. They are connected permanently to a 100-V power supply. If you pull the plates out to a distance of 4.5 mm, (a) what is the electric field between them? (b) By how much has the capaci- tor's charge changed? (c) By how much has its energy storage changed? (d) Repeat these calculations assuming the power supply is disconnected before you pull the plates further apart.
0. Two parallel plates have a capacitance value of 0.17 µF when they are 1.5 mm apart. They are connected permanently to a 100-V power supply. If you pull the plates out to a distance of 4.5 mm, (a) what is the electric field between them? (b) By how much has the capaci- tor's charge changed? (c) By how much has its energy storage changed? (d) Repeat these calculations assuming the power supply is disconnected before you pull the plates further apart.
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I need help answering these questions especially part b.

Transcribed Image Text:0. Two parallel plates have a capacitance value of
0.17 µF when they are 1.5 mm apart. They are connected
permanently to a 100-V power supply. If you pull the
plates out to a distance of 4.5 mm, (a) what is the electric
field between them? (b) By how much has the capaci-
tor's charge changed? (c) By how much has its energy
storage changed? (d) Repeat these calculations assuming
the power supply is disconnected before you pull the
plates further apart.
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