Force and Work of a Spring (Integrals)

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  • Опубліковано 11 гру 2024

КОМЕНТАРІ • 22

  • @BriTheMathGuy
    @BriTheMathGuy  6 років тому +61

    The Spring is one foot! - not one inch. Sorry about that folks!

    • @rabusmccaleb7944
      @rabusmccaleb7944 6 років тому +10

      I was so confused, I was like he must mean a foot... I began to brainstorm about the possibilities of forcing the matter into a negative version of itself, Not fruitful at all just stupid hahahaha

    • @celsiusfahrenheit1176
      @celsiusfahrenheit1176 3 роки тому +1

      Pushing it through the wall

  • @loganmahoney2284
    @loganmahoney2284 6 років тому +23

    That pen twirl @ 0:42 was slick

  • @nickfeness
    @nickfeness 6 років тому +28

    I think he meant 1 foot not 1 inch? Because he said 6 inches was half

    • @BriTheMathGuy
      @BriTheMathGuy  6 років тому +6

      I absolutely did. Thanks for the catch!. I'll see if I can make a note of this.

  • @EmpyreanLightASMR
    @EmpyreanLightASMR Рік тому +4

    You should've just re-made this, it is soooo confusing 😂 The concept makes sense but the inch/foot thing just keeps throwing me off, especially since you keep going with the error for the duration of the video.

  • @stigenbeat568
    @stigenbeat568 2 роки тому

    thank you

  • @Sanwichgamingtr
    @Sanwichgamingtr 2 роки тому +2

    Isn't it -kx?

  • @giack6235
    @giack6235 2 роки тому +3

    Excuse me: if infinitesimal movement is dx in right direction, force is - k x because force is opposing to the movement and therefore force points on the left. So W = - 20/2 * x^2. In fact work is negative because it's resistent, isn't it?

  • @oemr2121
    @oemr2121 3 роки тому

    thanks

  • @udayk4005
    @udayk4005 4 роки тому

    You are tooo good

  • @lucasargandona4658
    @lucasargandona4658 3 роки тому

    Why do we have to subtract the limits of integration by the range of stretching or compression when we're given the length of the spring?

  • @hx6264
    @hx6264 2 роки тому

    where did you get the 10 from at 1:42 ?

    • @adamrosas27
      @adamrosas27 2 роки тому

      Because it take 10lb of force to compress the spring 6in.

    • @ChrisJohnson-c5h
      @ChrisJohnson-c5h Рік тому

      He made it up in order for the problem to be solvable. In order to find k, the problem either has to directly give you k, or give you F and x. For this example he used F = 10 and x = -1/2 to solve for k

  • @MegaClaymore123
    @MegaClaymore123 7 років тому +6

    Wait does that diagram mean you compressed the 1 inch spring by 6 inches???

    • @beaudjangles
      @beaudjangles 6 років тому +1

      He means 1 ft not 1 inch. Bit of a stonehenge moment

    • @BriTheMathGuy
      @BriTheMathGuy  6 років тому +3

      Very sorry, I meant one foot. Thanks for the catch!

  • @Freefirebsp
    @Freefirebsp Рік тому

    😅