Added: 4 years ago
From: khanacademy
Views: 38,492
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  • I am very happy to see the vidoe A problem involving a braking train after you give this

  • I Love The Video It Can Increase My Knowledge A problem involving a braking train.

  • Steady I Really Like This Video A problem involving a braking train

  • Thanks for these video. 

  • my science 10 pIB teacher uses ur vids all the time

    (That's impressive considering she's full of herself)

    but good job though!!!!

  • Can you do some videos on relative motion in 1D and 2D?

  • This is amazing, really love what your doing. I really need the extra help and it feels like your right here with me, thank you .

  • how do you make it so easy?

  • you save lives.

  • A problem involving a braking train.

  • The handy calculator!

  • the calculation is correct thx

  • I believe he made an error in the calculation cuz I get distance to be 643.125 m, nevertheless method is correct. Not that it couldn't have been done in any other way.

  • sal doesn't make a mistake. The reason why he mutiply by 3600  is because he got the deceleration of the train in m/s. he needs to gets it to km/h. So that it matchs the initial velocity of the train which is 8 km/h. In order to convert m/s to km/h. you need to multuply m x 3600 =h. divide it by 1000 to get it in km instead of m.

  • well...it is just a number....the method itself is correct

  • yea im confused also y is it multiply by 3600....

  • Sal did not make a mistake. Do the problem over.

  • sal u need weed to get u runnin like da old sal....

  • why do you multiply by 3600 and not divide it by 3600?

  • @bkjoelover Since seconds/hours is in the denominator, we would be dividing the divisor (which is like dividing by a fraction), so instead we just multiply.

    eg. 1/200. If we divide the two hundred by 100, this is equivalent to multiplying the entire fraction by 100: in their case we end up with 1/2 after reducing.

  • @bkjoelover Yeah, divide by 3,6, km/h -> m/s and multiply by 3,6, m/s -> km/h

  • instead of leaving 80 as km/h, I convert it to 22.2 m/s and on the final question about distance, I got a different number, 1712.5m. Is it still correct? Where did I go wrong?

  • sal made a mistake

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