(10k2-78k-26)/k-8

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Solution for (10k2-78k-26)/k-8 equation:


D( k )

k = 0

k = 0

k = 0

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

(10*k^2-(78*k)-26)/k-8 = 0

(10*k^2-78*k-26)/k-8 = 0

(10*k^2-78*k-26)/k+(-8*k)/k = 0

10*k^2-78*k-8*k-26 = 0

10*k^2-86*k-26 = 0

10*k^2-86*k-26 = 0

2*(5*k^2-43*k-13) = 0

5*k^2-43*k-13 = 0

DELTA = (-43)^2-(-13*4*5)

DELTA = 2109

DELTA > 0

k = (2109^(1/2)+43)/(2*5) or k = (43-2109^(1/2))/(2*5)

k = (2109^(1/2)+43)/10 or k = (43-2109^(1/2))/10

2*(k-((43-2109^(1/2))/10))*(k-((2109^(1/2)+43)/10)) = 0

(2*(k-((43-2109^(1/2))/10))*(k-((2109^(1/2)+43)/10)))/k = 0

(2*(k-((43-2109^(1/2))/10))*(k-((2109^(1/2)+43)/10)))/k = 0 // * k

2*(k-((43-2109^(1/2))/10))*(k-((2109^(1/2)+43)/10)) = 0

( k-((2109^(1/2)+43)/10) )

k-((2109^(1/2)+43)/10) = 0 // + (2109^(1/2)+43)/10

k = (2109^(1/2)+43)/10

( k-((43-2109^(1/2))/10) )

k-((43-2109^(1/2))/10) = 0 // + (43-2109^(1/2))/10

k = (43-2109^(1/2))/10

k in { (2109^(1/2)+43)/10, (43-2109^(1/2))/10 }

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