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D( h )
h = 0
h = 0
h = 0
h in (-oo:0) U (0:+oo)
2/5 = h-(27/h) // - h-(27/h)
27/h-h+2/5 = 0
27*h^-1-1*h^1+2/5*h^0 = 0
(2/5*h^1-1*h^2+27*h^0)/(h^1) = 0 // * h^2
h^1*(2/5*h^1-1*h^2+27*h^0) = 0
h^1
(2/5)*h-h^2+27 = 0
(2/5)*h-h^2+27 = 0
DELTA = (2/5)^2-(-1*4*27)
DELTA = 2704/25
DELTA > 0
h = ((2704/25)^(1/2)-(2/5))/(-1*2) or h = (-(2/5)-(2704/25)^(1/2))/(-1*2)
h = -5 or h = 27/5
h in { -5, 27/5}
h in { -5, 27/5 }
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