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A car takes 2 hours more  a distance of 480 km when its speed is reduced . Find its usual speed 
    Correct answer is '55'. Can you explain this answer?
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    A car takes 2 hours more a distance of 480 kmwhen its speed is reduced...
    Problem:
    A car takes 2 hours more to cover a distance of 480 km when its speed is reduced. Find its usual speed.

    Solution:
    Let's assume the usual speed of the car is 'x' km/h.

    When the car is traveling at its usual speed, it takes 't' hours to cover the distance of 480 km.

    When the car's speed is reduced, it takes 't+2' hours to cover the same distance of 480 km.

    Calculating Time:
    We know that time = distance / speed.

    - At usual speed: t = 480 / x
    - At reduced speed: t+2 = 480 / x

    Equation:
    Since the car takes 2 hours more at the reduced speed, we can set up the following equation:

    t+2 = t + 2 hours

    Substituting the values of 't' from the previous equations:
    480 / x + 2 = 480 / x

    Cross Multiplication:
    To solve the equation, we can cross multiply:

    480x = (480 / x) * (x + 2)

    Simplifying:
    Simplifying the equation further:

    480x = 480 + 960

    480x = 1440

    Dividing:
    Dividing both sides of the equation by 480:

    x = 1440 / 480

    x = 3

    Conclusion:
    The usual speed of the car is 3 km/h.
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    A car takes 2 hours more a distance of 480 kmwhen its speed is reduced...
    55 kmph
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