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    A train moving at 40 km/h will take 2 hours 15 minutes more to cover a certain distance than when the speed is doubled. What is the distance?
    Question

    A train moving at 40 km/h will take 2 hours 15 minutes more to cover a certain distance than when the speed is doubled. What is the distance?

    A.

    200 km

    B.

    220 km

    C.

    160 km

    D.

    180 km

    Correct option is D

    Given:
    Speed of the train at first: 40 km/h
    Time difference when speed is doubled: 2 hours 15 minutes = 2.25 hours
    Formula Used:
    Time = DistanceSpeed\frac{\text{Distance}}{\text{Speed}}
    Solution:
    Let the distance be D km.
    So,
    D40D80=2.25 2D80D80=2.25 D80=2.25 \frac{D}{40} - \frac{D}{80} = 2.25 \\ \ \\\frac{2D}{80} - \frac{D}{80} = 2.25 \\ \ \\\frac{D}{80} = 2.25 \\ \ \\​​
    D = 2.25 × 80 = 180 km
    Thus, The distance is 180 km.

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