CEE Kerala Engineering CEE Kerala Engineering Solved Paper-2007

  • question_answer
    In a L-R circuit, the value of L is\[\left( \frac{0.4}{\pi } \right)H,\]and the value of R is \[30\Omega \]. If in the circuit, an alternating emf of 200 V at 50 cycles/s is connected, the impedance of the circuit and current will be

    A) \[11.4\Omega ,17.5A\]

    B)  \[30.7\Omega ,6.5A\]  

    C)  \[40.4\,\Omega ,\,5\,A\]

    D)  \[50\text{ }\Omega ,\text{ }4\text{ }A\]

    E)  \[35\text{ }\Omega ,6.5\text{ }A\]

    Correct Answer: D

    Solution :

    \[{{Z}^{2}}={{R}^{2}}+{{(2\pi fL)}^{2}}\] \[={{(30)}^{2}}+{{\left( 2\pi \times 50\times \frac{0.4}{\pi } \right)}^{2}}\]                 \[=(900+1600)=2500\] Or           \[Z=50\,\Omega \] Also,      \[I=\frac{V}{Z}=\frac{200}{50}=4A\]


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