2.1 The resistance of a length of wire at the beginning of an experiment is found to be 60 Q at an ambient temperature of 1°C. Determine its resistance at a temperature of 93°C. Take the coil's temperature coefficient as 0.24x103 at 0°C.
2.1 The resistance of a length of wire at the beginning of an experiment is found to be 60 Q at an ambient temperature of 1°C. Determine its resistance at a temperature of 93°C. Take the coil's temperature coefficient as 0.24x103 at 0°C.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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![2.1 The resistance of a length of wire at the beginning of an experiment is found to be 60 Q at an ambient
temperature of 1'C. Determine its resistance at a temperature of 93°C. Take the coil's temperature
coefficient as 0.24x10 at 0°C.
2.2 For the given circuit below, determine the current through the Ammeter.
Given data: R1: Blue-Gray-Black-Gold, R2: Orange-Orange-Brown-Silver
R3: Red-Red-Brown-Gold, R4: Gray-Red-Brown-Gold,
R5: Brown-Red-Brown-Gold, R6: Orange-Orange-Brown-Gold,
R7: Brown-Black-Brown-Gold, VDC1: 1000V
Assume all resistance values were found to be an exact match to their respective E12 values.
R1
R2
A
R3
R5
R6
R7+ VDC1
R4](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff42be563-faad-4963-afb4-32cf65770719%2Ff9a27f16-0936-4844-aed9-b82f1939ce94%2F581jnkk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2.1 The resistance of a length of wire at the beginning of an experiment is found to be 60 Q at an ambient
temperature of 1'C. Determine its resistance at a temperature of 93°C. Take the coil's temperature
coefficient as 0.24x10 at 0°C.
2.2 For the given circuit below, determine the current through the Ammeter.
Given data: R1: Blue-Gray-Black-Gold, R2: Orange-Orange-Brown-Silver
R3: Red-Red-Brown-Gold, R4: Gray-Red-Brown-Gold,
R5: Brown-Red-Brown-Gold, R6: Orange-Orange-Brown-Gold,
R7: Brown-Black-Brown-Gold, VDC1: 1000V
Assume all resistance values were found to be an exact match to their respective E12 values.
R1
R2
A
R3
R5
R6
R7+ VDC1
R4
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