Respuesta :
The capacitance of parallel plates(each having area) A separated by some distance D is given by,
C = ε[tex]_{o} [/tex]A/D = 8.85×10⁻¹²×865×10⁻⁴/21.7×10⁻² = 3.527×10⁻¹² Farad
= 3.527 pico Farad
C = ε[tex]_{o} [/tex]A/D = 8.85×10⁻¹²×865×10⁻⁴/21.7×10⁻² = 3.527×10⁻¹² Farad
= 3.527 pico Farad
We have that the capacitance of the capacitor is mathematically given as
C= 3.527 pico Farad
Generally the equation for the is mathematically given as
The capacitance of parallel plates(each having area) A separated by some distance D is given by,
C = εA/D
Therefore
C= 8.85e-12 *865e-4 /21.7×e-23
C= 3.527×10⁻¹² Farad C= 3.527 pico Farad
Therefore, the capacitance of the capacitor.
C= 3.527 pico Farad
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