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Mathametics?

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how long will it take a mile-long train going 20 miles per hour to get completely through a 2-mile-long tunnel?

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  1. The way to answer the question is this, set up a ratio and cross multiply.

    20/60 = 2/x

    (So the former being, 20miles per hour, over 60 minutes. And after the equal sign, it is 2miles, over X minutes.)

    20x = 60 x 2

    20x - 120

    Divide all by 20

    6 minutes.


  2. At 20 MPH, it takes 3 minutes to travel a mile.

    The tunnel is 2 miles long, and the train is 1 mile long.

    3 miles must be traveled to clear the tunnel with the rear of the train.

    3 miles x 3 minutes equals 9 minutes.

    It takes 9 minutes for the train to traverse the tunnel.

  3. about one minute, at least i think it is one minute.

  4. 20 mph means 1 mile travelled in 3 minutes.(60/20)

    Back of train in tunnel after 3 minutes, 'cos it's a mile long.

    6 more mins to get back of train out of tunnel.(2 miles*3 mins)



    IT TAKES 9 MINUTES.

    NO COMMENTS!

  5. it takes 60 minutes for the train to travel 20 miles or

    60 Minutes = 20 Miles

    so now divide it by 2 and you'll get:

    6 Minutes = 2 Miles

    but since its a mile long train. you have to travel another mile so now its this:

    9 Minutes = 3 Miles.

    It will take the train 9 minutes to travel completely through the 2-mile long tunnel....

  6. ok. the distance is suppose to be 3miles. for the train is a mile long.

    speed= distance/time taken

    time taken = 20/3 =0.15hours

    0.15hours=9min.

  7. Three days and nine minutes counting the derailment.
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