JIPMER Jipmer Medical Solved Paper-2009

  • question_answer
    For a metallic wire, the ratio \[\frac{V}{i}\] (V = applied potential difference and i = current flowing) is

    A)  independent of temperature

    B)  increases as the temperature rises

    C)  decreases as the temperature rises

    D)  increases or decreases as temperature rises depending upon the metal

    Correct Answer: B

    Solution :

    The resistance of a metallic wire at temperature \[t\,{}^\circ C\]is given by \[{{R}_{t}}={{R}_{0}}(1+\alpha t)\] where \[\alpha \] is coefficient of expansion. Hence, resistance of wire increases on increasing the temperature. Also, from Ohms law, ratio of \[\frac{V}{i}\] is equal to\[R\]i.e., \[\frac{V}{i}=R\] Hence, on increasing the temperature the ratio \[\frac{V}{i}\]increases.


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