Using GeoGebra to Visualize Solids of Revolution for Calculus

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  • Опубліковано 16 вер 2024

КОМЕНТАРІ • 13

  • @TheInfiniteLooper
    @TheInfiniteLooper 6 років тому +2

    I'm teaching a Calc 2-ish course in a few weeks and this is our second topic. Been wanting to use visuals like this for a while and could never find good software. This is exactly what I needed, thanks.

  • @avishrohil929
    @avishrohil929 4 роки тому

    you have no idea how much of a life saver you are

  • @algrant33
    @algrant33 6 років тому +2

    All the Calc 2 and Calc 3 kids are gonna want to get their hands on this.

  • @arianaazmir4321
    @arianaazmir4321 11 місяців тому

    HI thank you for the video and nice explanation. I hope you could make a tutorial on how to make a conoid 3d shape (toothpaste tube). It would really help me a lot.

  • @tomcat1112k
    @tomcat1112k 3 роки тому

    The first three expressions were for (x,y,z). But I didn't understand why you wrote v in the place of the x-axis, f(v) cos(u) in the place of the y-axis, and finally f(v) sin(u) in the place of the z-axis. Can you please explain. I am having in problem with disc and washer method maths and I really would love to visualize what is happening when I change the upper bound and lower bound and estimate the volume.

  • @miaaloes5626
    @miaaloes5626 3 роки тому +1

    hi! when I click t at the beginning, it doesn't create a slider, it creates à fonction, the option ''create slider'' doesn't appear, how can I create a slider?

    • @turksvids
      @turksvids  3 роки тому +2

      hmm...they might have changed something since I made this. Sometimes a way around that is to type t=2 (or any number) and it might force geogebra to create a slider. Another option is to just use a different letter, since I think geogebra might now just anticipate t as an independent variable. Hope this helps!

  • @XXXKILLAWHALE
    @XXXKILLAWHALE 5 років тому +3

    how do you rotate it around other lines

    • @phzzxguy
      @phzzxguy 4 роки тому +1

      If you want to rotate around, for example y=-2 instead of the x-axis y=0, then the radius would be increased by 2, and the center of rotation would move down to y=-2.
      In the Surface function, change second term from f(v)cos(u) to (f(v)+2)cos(u)-2.

    • @williamashrafzadeh3701
      @williamashrafzadeh3701 4 роки тому +5

      @@phzzxguy how would I rotate around say x=0?

  • @beyondespa1r
    @beyondespa1r 3 роки тому

    Thank you so much