In Figure 06, the space between the coaxial metal cylinders of length 1 = 50 cm and radii a = 1.5 cm, b = 2.5 cm is completely filled with a material of electrical resistivity p= 30.2m (k=10³) 1) Finding the Electrical Resistance Between the Lateral Surfaces of the Cylinders a)4,08 A b)4,28 A c)4,48 A d)4,68 A e)4,88 A II) Finding the Electrical Resistance Between the Ends of the Cylinders c)11,5ΚΩ d)11,7ΚΩ a)11,1 ΚΩ b)11,3ΚΩ e)11,9ΚΩ III) Find the intensity of electric current between the cylinders, if the potential difference between them is v=10 volts, for case 1) a)2,05 A b)2,15 A c)2,25 A Р d)2,35 A D Fig.06 e)2,45 A

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In Figure 06, the space between the coaxial metal cylinders of length 1 = 50 cm and radii a = 1.5
cm, b = 2.5 cm is completely filled with a material of electrical resistivity p = 30.2m (k=10³)
1) Finding the Electrical Resistance Between the Lateral Surfaces of the Cylinders
a)4,08 A
b)4,28 A
_c)4,48 A
d)4,68 A
e)4,88 A
II) Finding the Electrical Resistance Between the Ends of the Cylinders
a)11,1 ΚΩ
b)11,3ΚΩ
c)11,5ΚΩ d)11,7ΚΩ
e)11,9ΚΩ
III) Find the intensity of electric current between the cylinders, if the potential difference
between them is V=10 volts, for case I)
a)2,05 A
b)2,15 A
c)2,25 A
Р
d)2,35 A
H
Fig.06
e)2,45 A
Transcribed Image Text:In Figure 06, the space between the coaxial metal cylinders of length 1 = 50 cm and radii a = 1.5 cm, b = 2.5 cm is completely filled with a material of electrical resistivity p = 30.2m (k=10³) 1) Finding the Electrical Resistance Between the Lateral Surfaces of the Cylinders a)4,08 A b)4,28 A _c)4,48 A d)4,68 A e)4,88 A II) Finding the Electrical Resistance Between the Ends of the Cylinders a)11,1 ΚΩ b)11,3ΚΩ c)11,5ΚΩ d)11,7ΚΩ e)11,9ΚΩ III) Find the intensity of electric current between the cylinders, if the potential difference between them is V=10 volts, for case I) a)2,05 A b)2,15 A c)2,25 A Р d)2,35 A H Fig.06 e)2,45 A
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