A cube of a material of side 1 cm has a resistance of 0.001 Q between its opposite faces. If the same volume of the material has a length of 8 cm and a uniform cross-sectional area, what will be the resistance of this length? Use three decimal places.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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A cube of a material of side 1 cm has a
resistance of 0.001 Q between its
opposite faces. If the same volume of
the material has a length of 8 cm and
a uniform cross-sectional area, what
will be the resistance of this length?
Use three decimal places. *
Your answer
Calculate the resistance of 100-m
wire having a cross-sectional area of
0.1mm^2 and made of manganin which
has a resistivity of 50x10°-8 Q.m.
Answer in whole number form.
Your answer
A single-core underground cable has a
copper
conductor of diameter 1.2cm
and resistivity of 5.8×10^12 Q.m. If
the thickness of the insulating
material is 1.2 cm, calculate the
insulation resistance of a 5-km
length of this cable in Megaohms.
Transcribed Image Text:A cube of a material of side 1 cm has a resistance of 0.001 Q between its opposite faces. If the same volume of the material has a length of 8 cm and a uniform cross-sectional area, what will be the resistance of this length? Use three decimal places. * Your answer Calculate the resistance of 100-m wire having a cross-sectional area of 0.1mm^2 and made of manganin which has a resistivity of 50x10°-8 Q.m. Answer in whole number form. Your answer A single-core underground cable has a copper conductor of diameter 1.2cm and resistivity of 5.8×10^12 Q.m. If the thickness of the insulating material is 1.2 cm, calculate the insulation resistance of a 5-km length of this cable in Megaohms.
It is found that the resistance of a
coil of wire increases from 40 ohms at
15 degrees Celsius to 50 ohms at 60
degrees Celsius. Calculate the
resistance temperature coefficient at
O degree Celsius of the conducting
material. Use 8 decimal places and
unit of "per degree Celsius". *
Your answer
An armature has a resistance of 0.2
ohm at 15 degrees Celsius and the
armature copper loss is to be limited
to 600 watts with a temperature rise
to 55 degrees Celsius. If RTC at 0
degree Celsius is 0.0043/°C, what is
the maximum current that can pass
through the armature? Formula: P
%3D
1^2*R. *
Your answer
Transcribed Image Text:It is found that the resistance of a coil of wire increases from 40 ohms at 15 degrees Celsius to 50 ohms at 60 degrees Celsius. Calculate the resistance temperature coefficient at O degree Celsius of the conducting material. Use 8 decimal places and unit of "per degree Celsius". * Your answer An armature has a resistance of 0.2 ohm at 15 degrees Celsius and the armature copper loss is to be limited to 600 watts with a temperature rise to 55 degrees Celsius. If RTC at 0 degree Celsius is 0.0043/°C, what is the maximum current that can pass through the armature? Formula: P %3D 1^2*R. * Your answer
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