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    What is the angle between the clock hands at 11 : 20?
    Question

    What is the angle between the clock hands at 11 : 20?

    A.

    130°

    B.

    150°

    C.

    120°

    D.

    140°

    Correct option is D

    Given: The clock hands at 11 : 20
    Formula Used30H112M\begin{vmatrix} 30H - \frac {11}{2}M \end{vmatrix}
    30×11112×20\begin{vmatrix} 30\times 11 - \frac {11}{2}\times 20 \end{vmatrix}
    330110\begin{vmatrix} 330 - 110\end{vmatrix}
    220\begin{vmatrix}220 \end{vmatrix}
    Since the maximum possible angle on a clock is 180°, we take the smaller angle by subtracting from 360°:​​
    = 360 - 220
    140°
    Thus, correct option is (d).

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