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Cone volume differentiation to find maximum value Watch

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    (Original post by frostyy)
    can you just tell me what the answer is?
    Eh, i would do it but that guy is annoying.
    It takes 5 secs, just do what i told you.
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    (Original post by StrangeBanana)
    that'd be a fair point if you had a display picture yourself
    omg you are the sexiest banana <3
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    v=pi*r^2*(2-r); the original function.

    Plonk r=4/3 into here:

    so, v=pi*(4/3)^2*(2-4/3)
    <=> v=32*pi/27 final answer.
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    (Original post by Zacken)
    omg you are the sexiest banana <3
    Well hi there
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    (Original post by Bath_Student)
    You filthy leech, get the f*** out of here.
    Someone didnt get desert
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    (Original post by Apolexian)
    Someone didnt get desert
    dessert*
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    (Original post by Bath_Student)
    dessert*
    Pardon my French
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    (Original post by Bath_Student)
    v=pi*r^2*(2-r); the original function.

    Plonk r=4/3 into here:

    so, v=pi*(4/3)^2*(2-4/3)
    <=> v=32*pi/27 final answer.
    Full solutions are not allowed :no:
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    (Original post by Student403)
    Full solutions are not allowed :no:
    I am aware, and as such did not cite the units, hence making the answer incomplete.
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    (Original post by Bath_Student)
    I am aware, and as such did not cite the units, hence making the answer incomplete.
    Now that's a bit silly
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    (Original post by Student403)
    Now that's a bit silly
    Dont bother with this guy
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    (Original post by Student403)
    Now that's a bit silly
    **** the police.

    In any case, OP did ask nicely!
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    (Original post by Apolexian)
    Dont bother with this guy
    He's like a little time bomb with a very short fuse. Spark anything with him and he explodes :argh:
 
 
 
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