(20x^2+23x-7)/x-1

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Solution for (20x^2+23x-7)/x-1 equation:


D( x )

x = 0

x = 0

x = 0

x in (-oo:0) U (0:+oo)

(20*x^2+23*x-7)/x-1 = 0

(20*x^2+23*x-7)/x+(-1*x)/x = 0

20*x^2+23*x-1*x-7 = 0

20*x^2+22*x-7 = 0

20*x^2+22*x-7 = 0

20*x^2+22*x-7 = 0

DELTA = 22^2-(-7*4*20)

DELTA = 1044

DELTA > 0

x = (1044^(1/2)-22)/(2*20) or x = (-1044^(1/2)-22)/(2*20)

x = (6*29^(1/2)-22)/40 or x = (-6*29^(1/2)-22)/40

(x-((-6*29^(1/2)-22)/40))*(x-((6*29^(1/2)-22)/40)) = 0

((x-((-6*29^(1/2)-22)/40))*(x-((6*29^(1/2)-22)/40)))/x = 0

((x-((-6*29^(1/2)-22)/40))*(x-((6*29^(1/2)-22)/40)))/x = 0 // * x

(x-((-6*29^(1/2)-22)/40))*(x-((6*29^(1/2)-22)/40)) = 0

( x-((-6*29^(1/2)-22)/40) )

x-((-6*29^(1/2)-22)/40) = 0 // + (-6*29^(1/2)-22)/40

x = (-6*29^(1/2)-22)/40

( x-((6*29^(1/2)-22)/40) )

x-((6*29^(1/2)-22)/40) = 0 // + (6*29^(1/2)-22)/40

x = (6*29^(1/2)-22)/40

x in { (-6*29^(1/2)-22)/40, (6*29^(1/2)-22)/40 }

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