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Nilai maksimum dari fungsi $f(x,y,z)=\\var{a}x+\\var{b}y+\\var{c}z$ pada elipsoida $\\var{a^2}x^2+\\var{b^2}y^2+\\var{c^2}z^2=\\var{d^2}$ adalah $a\\sqrt{b}$ dengan $a+b=\\ldots$.

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