Railways R.R.C. (Patna) Solved Paper Held on 2nd Shift 9-11-2014

  • question_answer
    If OE is the bisector of \[\angle AOD\] in the given figure, then the value of x and y are respectively?

    A) \[45{}^\circ ,\,\,45{}^\circ \]                

    B) \[66{}^\circ ,\,\,48{}^\circ \]

    C) \[48{}^\circ ,\,\,66{}^\circ \]                

    D) \[30{}^\circ ,\,\,60{}^\circ \]

    Correct Answer: B

    Solution :

    \[\angle AOD=132{}^\circ \] \[\therefore \]      \[{{x}^{2}}=\angle EOD\] \[=\frac{132{}^\circ }{2}=66{}^\circ \] \[and\]   \[y{}^\circ =\frac{360{}^\circ -264}{2}\] \[=\frac{96{}^\circ }{2}=48{}^\circ \]


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