Connected Particles - Force on a pulley | ExamSolutions

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  • čas přidán 30. 05. 2016
  • Here you will be shown how to calculate the force on a pulley exerted by a light inextensible string connected to two particles.
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Komentáře • 29

  • @ryanyoung855
    @ryanyoung855 Před 8 lety +30

    I feel like i get M1 completely, then i do an exam and they throw a random ass question in for like 13 marks and im just like 'well fuck it'

    • @Sana-hg8ow
      @Sana-hg8ow Před 3 lety +5

      This is me all the fucking time with mechanics. I mean I feel like I have all the knowledge on mechanics but nopeeee not gonna happen

  • @puddleduck1405
    @puddleduck1405 Před rokem +1

    LEGEND!! GOD BLESS YOU DUDE

  • @brigidhemingway8936
    @brigidhemingway8936 Před 3 lety +1

    Thank you for such a clear explanation.

  • @AhmedElkafrawy99
    @AhmedElkafrawy99 Před 8 lety +2

    can you do more of these videos for m1. Moments, lift etc....

  • @RizhEdits
    @RizhEdits Před 8 lety +5

    Great video! Could we get some more mechanics this week as the M1 edexcel exam is on the 8th of June. Solutions to last year's paper would be greatly appreciated.

    • @Saloni570
      @Saloni570 Před 11 měsíci +1

      I am in 11class 2023 your comment is 7yr old too long time 😮😮

    • @hiveen
      @hiveen Před 8 měsíci

      haha damn@@Saloni570

  • @azzeddinekadiri2139
    @azzeddinekadiri2139 Před 8 lety +5

    How would you find theta for the third example?

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  Před 8 lety +6

      You will generally be given the angle of the inclined plane. So if the incline is 40 degrees, the angle at the top by the pulley would be 50 degrees. (40+50+90=180). So theta would now be 50/2 = 25 degrees. Hope that helps?

    • @azzeddinekadiri2139
      @azzeddinekadiri2139 Před 8 lety

      ExamSolutions Yes, perfect. Thank you!

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  Před 8 lety +1

      Yes

  • @moudas.777
    @moudas.777 Před 4 lety

    Could anyone pls explain why on the ends of the pulley, the tension acts on opposite direction?

  • @lunaprau1361
    @lunaprau1361 Před 6 lety

    Please HELP, M1 EXAM IN 4 DAYS!:
    I have a case similar to the 3rd type but with particles released from rest so that the hanging particle accelerates upwards and the particle on the fixed rough plane accelerates down the plane. The question is "What is the magnitude of the resultant force exerted by the string on the pulley." I don't understand why only tension in the string is used to solve it, and the weight of the particles and friction is ignored. Could you please explain?
    (Reference: Edexcel M1 exam 3rd June 2015 Q8 part b) )
    Best wishes and thank you for all your videos, they're great help!

    • @mohizchaudhry3183
      @mohizchaudhry3183 Před 6 lety

      it is now 2 days left

    • @bob0987654321marley
      @bob0987654321marley Před 6 lety +1

      Only tension acts on the pulley itself which is the object you're trying to resolve the force on so the other forces can be ignored

  • @mohammedsuleman8786
    @mohammedsuleman8786 Před 8 lety

    can you use Pythagoras for the second one?

  • @anson7988
    @anson7988 Před 5 lety +2

    Could you explain why the second one is F=2T cos 45? I thought cos45=T/F so F=T/cos45...

    • @kingvadanite1816
      @kingvadanite1816 Před 3 lety

      Yeah I'm struggling to understand how this makes any sense as well

    • @nathantj2915
      @nathantj2915 Před 3 lety +1

      @@kingvadanite1816 if you understand now, could you explain?

    • @kingvadanite1816
      @kingvadanite1816 Před 3 lety

      @@nathantj2915 I'm a bit busy at the moment, but I'm sure @TLmaths would be willing to reply.

    • @kingvadanite1816
      @kingvadanite1816 Před 3 lety

      That @ didn't work..

    • @levirus8190
      @levirus8190 Před 3 lety

      @@nathantj2915 try using the Pythagorean theorem to resolve case two, you will get it then.

  • @saamerdallali1413
    @saamerdallali1413 Před 4 lety

    Speak up can barely hear you with my volume at the loudest

    • @buqbooQ
      @buqbooQ Před 3 lety +2

      Nah fam u have a shit phone