Statics 5.85 - Member AB is supported by a cable BC and at A by a square rod which fits loosely...

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  • Опубліковано 16 гру 2024

КОМЕНТАРІ • 13

  • @quangng-h4c
    @quangng-h4c Місяць тому

    Thank you buddy. It is really helpful

  • @oreoandbeesly
    @oreoandbeesly 2 роки тому

    This has been a huge help. Thank you for creating this video!

  • @krishnareddy5674
    @krishnareddy5674 4 роки тому

    Thank you from India 🇮🇳 🙏

  • @Platan066
    @Platan066 Рік тому

    thanks man! just helped me make a 100 on a quiz. really appreciate it

  • @davidserrano6638
    @davidserrano6638 Рік тому +1

    Wait, I'm confused, how is there not an y force from tension BC?

    • @LearningbyTeaching
      @LearningbyTeaching  Рік тому +2

      Hello David, when we did the sum of all forces in the X direction we realized that the tension BC is 0 in all directions.

    • @talynjones2552
      @talynjones2552 Рік тому +2

      So BC is just to “throw you off”?

    • @LearningbyTeaching
      @LearningbyTeaching  Рік тому +1

      @@talynjones2552 in this case. Some people have different variations of this problem.

  • @noahnoxon4235
    @noahnoxon4235 3 роки тому

    does the rope bc not create a rotation about the z axis?

    • @LearningbyTeaching
      @LearningbyTeaching  3 роки тому +3

      When we solve for the tension of the rope BC, we found out that this force is equal to zero. In other words, the rope BC is technically doing nothing to our system. :)
      I hope that clarifies your question!

    • @303filmz8
      @303filmz8 2 роки тому

      @@LearningbyTeaching If it was not equal to zero, would it create a rotation around the z-axis?

    • @LearningbyTeaching
      @LearningbyTeaching  2 роки тому +2

      @@303filmz8 By slightly looking at the drawing I believe it would :)... (I did this problem years ago, so it is not fresh on mind, however, there is a distance at point B from the x-axis and BC would have a y-component, therefore, a z moment would be created... similarly with the x-component of BC and y distance from point B.)