-2/w-10=6/4+2w

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Solution for -2/w-10=6/4+2w equation:


D( w )

w = 0

w = 0

w = 0

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

-2/w-10 = 2*w+6/4 // - 2*w+6/4

-(2*w)-2/w-(6/4)-10 = 0

-2*w-2/w-3/2-10 = 0

-2*w^1-2*w^-1-23/2*w^0 = 0

(-2*w^2-23/2*w^1-2*w^0)/(w^1) = 0 // * w^2

w^1*(-2*w^2-23/2*w^1-2*w^0) = 0

w^1

(-23/2)*w-2*w^2-2 = 0

(-23/2)*w-2*w^2-2 = 0

DELTA = (-23/2)^2-(-2*(-2)*4)

DELTA = 465/4

DELTA > 0

w = ((465/4)^(1/2)-(-23/2))/(-2*2) or w = (-(-23/2)-(465/4)^(1/2))/(-2*2)

w = ((465/4)^(1/2)+23/2)/(-4) or w = (23/2-(465/4)^(1/2))/(-4)

w in { ((465/4)^(1/2)+23/2)/(-4), (23/2-(465/4)^(1/2))/(-4)}

w in { ((465/4)^(1/2)+23/2)/(-4), (23/2-(465/4)^(1/2))/(-4) }

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