Chhattisgarh PMT Chhattisgarh PMT Solved Paper-2009

  • question_answer
    27.      If the free electron density be n and relaxation time be \[\tau ,\]the electrical conductivity of a     conductor may be expressed as                

    A)             \[\frac{ne\tau }{{{m}_{e}}}\]                                         

    B)             \[\frac{n{{e}^{2}}\tau }{{{m}_{e}}}\]

    C)             \[\frac{n{{e}^{2}}}{\tau {{m}_{e}}}\]                                          

    D)             \[\frac{{{m}_{e}}{{e}^{2}}\tau }{n}\]

    Correct Answer: B

    Solution :

    Resistivity, \[\rho =\frac{{{m}_{e}}}{n{{e}^{2}}\tau }\] Conductivity, \[\sigma =\frac{1}{\rho }=\frac{n{{e}^{2}}\tau }{{{m}_{e}}}\]


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