For part 1 I had to Enter a value for the power source output from 5 to 25 volts. Then review the ammeter and voltmeter. Then repeat to take a total of 5 measurements. I did that ( the pics below) and now I’m asked What was the resistance of the resistor in Part 1? Include your current-voltage plot with the measured slope in your response.

For part 1 I had to Enter a value for the power source output from 5 to 25 volts Then review the ammeter and voltmeter Then repeat to take a total of 5 measurem class=
For part 1 I had to Enter a value for the power source output from 5 to 25 volts Then review the ammeter and voltmeter Then repeat to take a total of 5 measurem class=
For part 1 I had to Enter a value for the power source output from 5 to 25 volts Then review the ammeter and voltmeter Then repeat to take a total of 5 measurem class=
For part 1 I had to Enter a value for the power source output from 5 to 25 volts Then review the ammeter and voltmeter Then repeat to take a total of 5 measurem class=
For part 1 I had to Enter a value for the power source output from 5 to 25 volts Then review the ammeter and voltmeter Then repeat to take a total of 5 measurem class=

Respuesta :

ANSWER

R = 3 Ω

EXPLANATION

This is a circuit made of a power source and a resistor. To find the resistance on the resistor, we have to use Ohm's Law,

[tex]I=\frac{1}{R}\cdot V[/tex]

If we plot the measures in a current-voltage graph, the slope of that graph is the inverse of the resistance,

The slope of the line of best fit is approximately 1/3, which means that the resistance is 3 Ω.

If we apply Ohm's Law to get the resistance for each pair of measures (V, I), we should obtain a value around 3:

• For (6, 2):

[tex]R=\frac{V}{I}=\frac{6}{2}=3[/tex]

• For (8, 2.7):

[tex]R=\frac{8}{2.7}\approx2.96[/tex]

• For (10, 3.3):

[tex]R=\frac{10}{3.3}\approx3.03[/tex]

• For (12, 4):

[tex]R=\frac{12}{4}=3[/tex]

• For (14, 4.7):

[tex]R=\frac{14}{4.7}\approx2.98[/tex]

Hence, the resistance is 3 Ω.

Ver imagen ProdigyP715135
ACCESS MORE
EDU ACCESS