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b) A dielectric of dielectric constant 5.0 is filled in the gap between the plates of a
capacitor. Calculate the factor by wh

By Emma

b) A dielectric of dielectric constant 5.0 is filled in the gap between the plates of a
capacitor. Calculate the factor by which the capacitance is increased, if the
dielectric is only sufficient to fill up 1/5 of the gap.​

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Emma

2.1 AJ Fill in the blanks.
1) A table in which the number of tally marks indicates the
Frequency is called a
table.

during a curfew moment is totally restricted underline the noun​

2 thoughts on “b) A dielectric of dielectric constant 5.0 is filled in the gap between the plates of a<br />capacitor. Calculate the factor by wh”

  1. Answer:

    C

    0

    =

    d

    ϵ

    0

    S

    C=C_1+C_2=\frac{\epsilon\epsilon_0(1/5)S}{d}+\frac{\epsilon_0(4/5)S}{d}=C=C

    1

    +C

    2

    =

    d

    ϵϵ

    0

    (1/5)S

    +

    d

    ϵ

    0

    (4/5)S

    =

    =\frac{\epsilon_0S}{d}(\epsilon/5+4/5)=

    d

    ϵ

    0

    S

    (ϵk=\frac{C}{C_0}=\epsilon/5+4/5=5/5+4/5=1.8k=

    C

    0

    C

    =ϵ/5+4/5=5/5+4/5=1.8

    Explanation:

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