Aim:- To study the dependence of potential difference (v)
across a resistor on the current (I) passing through it and determine its
resistance. Also plot a graph of V and I.
Materials Required:- A dry cell with terminals, 10 pieces of
thick insulated copper wire with bare ends, a single key, an ammeter, a
voltmeter, a rheostat, a resistor of approximately 2Ω resistor, sand paper.
Symbolic Circuit Diagram |
Observation and Calculations:-
S. No.
|
Current (in Ampere)
|
Potential Difference (in volts)
|
Resistance of Resistor A (in ohms)
|
1.
|
0.125
|
0.375
|
3 Ω
|
2.
|
0.25
|
0.75
|
3 Ω
|
3.
|
0.50
|
1.5
|
3 Ω
|
4.
|
0,75
|
2.25
|
3 Ω
|
Dependence of Potential Difference across a resistor. |
Conclusions:-
For Table:
- As the ratio of V and I is a constant quantity R, therefore V α I. This verifies Ohm’s law, which states that potential difference at the ends of a conductor is directly proportional to the current flowing through it, provided all physical properties of the conductor remains same.
- The resistance of the conductor is the ratio of potential difference and the current.
For Graph:
- As graph is straight line, therefore V α I. This
verifies the Ohm’s law.
- The slope of the graph V/I is the magnitude of resistance.
Precautions:-
- Clean the ends of connecting wires by sand paper.
- Make tight connections while connecting various elements of the circuit.
- Remove the plug key when you have finished your readings.
Sources Of Errors:-
- The value of the resistance is likely to change if the connections are not tight or the ends of copper wire are not clean.
- The values of the resistance is likely to change, if the heavy current is passed through circuit or the circuit is switched on for a long time.
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