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Determining Resistance per CM of Wire by Plotting Potential Difference vs Current - Testbook.com

Last Updated on Feb 19, 2025
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Resistance is the property that obstructs the flow of electrical current in a circuit. The potential difference, or voltage, across two points in a circuit can be used to calculate the amount of energy transferred. In this guide, we'll teach you how to calculate the resistance per cm of a specific wire by plotting a graph of voltage versus current.

Table of Contents:

Objective

The aim of this experiment is to calculate the resistance per cm of a given wire by plotting a graph of voltage versus current.


Required Equipment and Materials
  • Wire with an unknown resistance
  • Battery
  • Voltmeter
  • Milliammeter
  • Rheostat
  • Plug key
  • Connecting wires
  • Sandpaper

Circuit Diagram

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Theoretical Background

Ohm’s law states that the current flowing through a conductor is directly proportional to the voltage across it, provided the physical conditions (pressure, temperature, and dimensions) of the conductor remain constant.

If I is the current flowing through the conductor and V is the voltage across it, then

and hence

V = RI

Here, R is the constant of proportionality and is known as the electrical resistance of the conductor. The resistance R is dependent on the dimensions and material of the conductor. The relationship between the resistance of a material, its length, and cross-sectional area is given by the formula

Here, ρ represents the specific resistance or resistivity, which is a characteristic of the material of the wire.

Experimental Procedure
  1. Use sandpaper to clean the ends of the connecting wire to remove any insulating coating.
  2. Assemble the resistance, rheostat, battery, key, voltmeter, and ammeter as shown in the diagram.
  3. Ensure that the pointers in the voltmeter and milliammeter align with the zero mark on the scale. If not, adjust the pointer to coincide with the zero mark by adjusting the screw at the base using a screwdriver.
  4. Take note of the range and the least count of the given voltmeter and milliammeter.
  5. Insert the key K and slide the rheostat to the end where the current flow is minimum.
  6. Record the readings from the voltmeter and the milliammeter.
  7. Remove the key K and allow the wire to cool. Reinsert the key and slightly increase the voltage by adjusting the rheostat. Note down the readings from the milliammeter and voltmeter.
  8. Repeat step 7 for four different adjustments of the rheostat. Record the readings in a table.

Observations

Range of ammeters = _____ mA to _____ mA

The least count of ammeter = _____ mA

Range of voltmeter = _____ V to ____ V

The least count of voltmeter = _____ V

The least count of meter-scale = _____ m

Length of the given wire, l = _____ m

S. No The applied potential difference

(voltmeter reading V )

Current flowing through the wire

(Milliammeter Reading A )

     
     
     

Data Analysis and Calculations
    1. Plot a graph with the potential difference across the wire V on the y-axis and the current I on the x-axis.

2. Calculate the slope of the graph. The resistance of the given wire is the reciprocal of the slope.

From the graph, R = BC / AB = _____ Ω

3. Resistance per unit length of the wire = R/t = _____ Ωm –1

Error Analysis

Here, R is the resistance per unit length and Δ R is the estimated error. Δ V and Δ I are the least count of voltmeter and ammeter respectively.

Results and Conclusion

The potential difference across the wire is linearly related to the current.

The resistance per unit length of the wire is ( R ± Δ R ) = _____ ± _____ Ωm –1 ).

Possible Questions and Answers

1. What is Ohm’s Law?

Answer:

Ohm’s law states that the current flowing through a conductor is directly proportional to the voltage across it. The constant of proportionality is the resistance, denoted by R . So, Ohm’s law can be written as V = IR .

2. What factors does the resistance of a conductor depend on?

Answer:

The resistance of a conductor depends on the following factors:

  • Resistivity
  • Length
  • Temperature
  • Cross-sectional area

3. What is a rheostat?

Answer:

A rheostat is a device that allows you to vary the resistance, which in turn controls the current flow.

4. What is the shape of a V vs I graph for a linear resistor?

Answer:

The graph of voltage versus current for a linear resistor is a straight line.

5. What is the reciprocal of resistivity called?

Answer:

The reciprocal of resistivity is called conductivity.

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Frequently Asked Questions

Ohm’s law states that the potential difference across an ideal conductor is proportional to the current through it. The constant of proportional is known as the resistance R. Ohm’s law is given by V = IR.

The resistance of a conductor depends on the following factors: Resistivity, Length, Temperature, Cross-sectional area.

A rheostat is a variable resistance that is used to control the current.

The shape of the V vs I graph for a linear resistor is a straight line.

The reciprocal of resistivity is called conductivity.

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