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D( x )
x < 0
x < 0
x in <0:+oo)
3*x^(1/2) = 6*x-6 // - 6*x-6
3*x^(1/2)-(6*x)+6 = 0
3*x^(1/2)-6*x+6 = 0
t_1 = x^(1/2)
3*t_1^1-6*t_1^2+6 = 0
3*t_1-6*t_1^2+6 = 0
DELTA = 3^2-(-6*4*6)
DELTA = 153
DELTA > 0
t_1 = (153^(1/2)-3)/(-6*2) or t_1 = (-153^(1/2)-3)/(-6*2)
t_1 = (3*17^(1/2)-3)/(-12) or t_1 = (-3*17^(1/2)-3)/(-12)
t_1 = (3*17^(1/2)-3)/(-12)
x^(1/2)-((3*17^(1/2)-3)/(-12)) = 0
1*x^(1/2) = (3*17^(1/2)-3)/(-12) // : 1
x^(1/2) = (3*17^(1/2)-3)/(-12)
( (3*17^(1/2)-3)/(-12) < 0 i 1/2 in (0:1) ) => x należy do O
t_1 = (-3*17^(1/2)-3)/(-12)
x^(1/2)-((-3*17^(1/2)-3)/(-12)) = 0
1*x^(1/2) = (-3*17^(1/2)-3)/(-12) // : 1
x^(1/2) = (-3*17^(1/2)-3)/(-12)
x^(1/2) = (-3*17^(1/2)-3)/(-12) // ^ 2
x = ((-3*17^(1/2)-3)^2)/144
x = ((-3*17^(1/2)-3)^2)/144
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