A resistor was connected to a variable voltage source and the current was measured for various voltages. The following results were obtained: Trial Voltage (V) Current (mA) 1 0.91 2.8 2 1.98 6.5 3 2.92 9.9 4 4.09 13.8 where V is the voltage difference across the resistor and I is the current travelling through the resistor at the same time. Calculate the resistance for each trial and the average of the resistances. Determine the uncertainty in the average resistance. Report these values below. (When entering units, use ohm for 2.) R = ±

Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter23: Resistive-inductive-capacitive Series Circuits
Section: Chapter Questions
Problem 1RQ: What is the phase angle relationship of current and the voltage dropped across a pure resistance?
Question
A resistor was connected to a variable voltage source and the current was measured for various voltages. The following results were obtained:
Trial Voltage (V) Current (mA)
1
0.91
2.8
2
1.98
6.5
3
2.92
9.9
4
4.09
13.8
where V is the voltage difference across the resistor and I is the current travelling through the resistor at the same time.
Calculate the resistance for each trial and the average of the resistances. Determine the uncertainty in the average resistance. Report these values below. (When entering units, use ohm for 2.)
R =
±
Transcribed Image Text:A resistor was connected to a variable voltage source and the current was measured for various voltages. The following results were obtained: Trial Voltage (V) Current (mA) 1 0.91 2.8 2 1.98 6.5 3 2.92 9.9 4 4.09 13.8 where V is the voltage difference across the resistor and I is the current travelling through the resistor at the same time. Calculate the resistance for each trial and the average of the resistances. Determine the uncertainty in the average resistance. Report these values below. (When entering units, use ohm for 2.) R = ±
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