The Big 5 Kinematic Equations

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  • Опубликовано: 2 окт 2024

Комментарии • 33

  • @aanya2777
    @aanya2777 6 месяцев назад +4

    I am so glad that this video exists and that you've explained the equations in such detail without complicating everything. Thank you!!!!

  • @JK-0423
    @JK-0423 Год назад +4

    i wish he was my physics professor, i rather give him my tuition.

  • @SarahNewman-l8t
    @SarahNewman-l8t 6 месяцев назад +1

    A no.like 5 what do we call this

  • @vaneetchaudhary
    @vaneetchaudhary 2 года назад +2

    This was more helpful than a paid course, thanks.

  • @JakeSafetyMan
    @JakeSafetyMan 3 года назад +2

    Trying to cram for a test thank you

  • @reddeyezovnite9806
    @reddeyezovnite9806 6 месяцев назад

    PHYSICS NINJA COULD BE BETTER==ZERO BABBLING INSTRUCTOR VIDEO++INSTEAD EASY 2 VIEW GEOMETRY 2 HELP SOLVE PUZZLES.

  • @somjitdas2723
    @somjitdas2723 4 года назад +2

    Hello Dr E . Thank you very much for this soft and simple explanation .now everything is crystal clear from me .
    Regards,
    Somjit Das (India)

  • @noeroman6543
    @noeroman6543 Год назад +3

    This video is criminally underrated thank you

  • @jptillman5383
    @jptillman5383 2 года назад +1

    physics make me the big mad!!!!
    :(

  • @salami19-v4t
    @salami19-v4t 8 месяцев назад +1

    Im taking my first physics course ever in my first year of university. This video was so clear and helpful. Thank you!

  • @989abcd
    @989abcd 3 года назад +2

    thnak you for the demonstation but how would I know when and which big 5 equation to use? like can I pick any of the 5 to get my answer?

    • @PhysicsNinja
      @PhysicsNinja  3 года назад +1

      Yes, you can use any of the big 5. In some cases you may need 2 equations to combine to get to your answer.

    • @989abcd
      @989abcd 3 года назад

      @@PhysicsNinja wow thanks I’ve learnt so much from this. Online school is very rushed and I felt like I was behind but this makes everything much clearer if you could say 😊

  • @scxrs139
    @scxrs139 2 года назад +1

    You're doing the STEM lord's work. With all my heart, thank you.

  • @madelinecox7714
    @madelinecox7714 4 года назад +7

    This was so helpful!! I was having a difficult time figuring out how to remember the Big 5 equations and this helped me do that! I take my MCAT tomorrow so hopefully I can use these during my exam. :)

    • @PhysicsNinja
      @PhysicsNinja  4 года назад

      Good luck! You’ve got this.

    • @ompatel621
      @ompatel621 4 года назад

      do you want to be a doctor?

    • @salami19-v4t
      @salami19-v4t 8 месяцев назад

      so... did you end up being a doctor

  • @victoriacorcimaru1731
    @victoriacorcimaru1731 2 года назад +1

    Thank you so much! I new calculus would be useful somewhere 🤓

  • @SarahNewman-l8t
    @SarahNewman-l8t 6 месяцев назад

    I am Sarah Newman in the Phil

  • @ihabsedra4780
    @ihabsedra4780 2 года назад +1

    Really It was a very helpful demonstration and explanation, thank you for the great effort

  • @edlbek3427
    @edlbek3427 Год назад +1

    THANK U😊

  • @timoorbeg3632
    @timoorbeg3632 2 года назад +1

    For Equation #5, where did you get the "+2Vi at" in Vf^2=Vi^2 + 2Vi at + a^2 t^2 ?

    • @Chrisymcmb
      @Chrisymcmb 2 года назад

      Yea, I did not quite understand that either.

    • @JosephAMuniz-hm4jh
      @JosephAMuniz-hm4jh 2 года назад +1

      I believe that comes from (vf)^2 = (vi + at)^2 ---> (vi +at)(vi+at) = vi^2 +2viat +a^2t^2

    • @jordanwinslow978
      @jordanwinslow978 Год назад +1

      FOIL method

  • @czdiejengco
    @czdiejengco 3 года назад +1

    Thanks

  • @Chrisymcmb
    @Chrisymcmb 2 года назад

    For the Big-5 equation #5, I'm not sure how you got vf^2 = vi^2 + 2viat + (a^2)(t^2). You mentioned squaring the previous equation you presented which was: vf = vi + at. If I square such I get: (vf = vi + at)^2 which equals: vf^2 = vi^2 + (a^2)(t^2)

    • @PhysicsNinja
      @PhysicsNinja  2 года назад +2

      your expression for squaring is wrong. you are missing the cross term when squaring the right hand side.

  • @How_to_magic
    @How_to_magic 2 года назад

    18:16

  • @juntaoyang4759
    @juntaoyang4759 4 года назад

    Thank you!