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D( x )
(2-x)^2 = 0
(2-x)^2 = 0
(2-x)^2 = 0
2-x = 0 // - 2
-x = -2 // * -1
x = 2
x in (-oo:2) U (2:+oo)
4.8 = (x^2)/((2-x)^2) // - (x^2)/((2-x)^2)
4.8-((x^2)/((2-x)^2)) = 0
(-1*x^2)/((2-x)^2)+4.8 = 0
(-1*x^2)/((2-x)^2)+(4.8*(2-x)^2)/((2-x)^2) = 0
4.8*(2-x)^2-1*x^2 = 0
3.8*x^2-19.2*x+19.2 = 0
3.8*x^2-19.2*x+19.2 = 0
3.8*x^2-19.2*x+19.2 = 0
DELTA = (-19.2)^2-(3.8*4*19.2)
DELTA = 19.2^2-291.84
DELTA = 76.8
DELTA > 0
x = ((19.2^2-291.84)^(1/2)+19.2)/(2*3.8) or x = (19.2-(19.2^2-291.84)^(1/2))/(2*3.8)
x = 0.13157895*((19.2^2-291.84)^(1/2)+19.2) or x = 0.13157895*(19.2-(19.2^2-291.84)^(1/2))
(x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)))*(x-0.13157895*((19.2^2-291.84)^(1/2)+19.2)) = 0
((x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)))*(x-0.13157895*((19.2^2-291.84)^(1/2)+19.2)))/((2-x)^2) = 0
((x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)))*(x-0.13157895*((19.2^2-291.84)^(1/2)+19.2)))/((2-x)^2) = 0 // * (2-x)^2
(x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)))*(x-0.13157895*((19.2^2-291.84)^(1/2)+19.2)) = 0
( x-0.13157895*((19.2^2-291.84)^(1/2)+19.2) )
x-0.13157895*((19.2^2-291.84)^(1/2)+19.2) = 0 // + -0.13157895*((19.2^2-291.84)^(1/2)+19.2)
x = -(-0.13157895*((19.2^2-291.84)^(1/2)+19.2))
x = 0.13157895*((19.2^2-291.84)^(1/2)+19.2)
( x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)) )
x-0.13157895*(19.2-(19.2^2-291.84)^(1/2)) = 0 // + -0.13157895*(19.2-(19.2^2-291.84)^(1/2))
x = -(-0.13157895*(19.2-(19.2^2-291.84)^(1/2)))
x = 0.13157895*(19.2-(19.2^2-291.84)^(1/2))
x in { 0.13157895*((19.2^2-291.84)^(1/2)+19.2), 0.13157895*(19.2-(19.2^2-291.84)^(1/2)) }
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