1/3W1/3W-1/2=5/18W

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Solution for 1/3W1/3W-1/2=5/18W equation: 


W in (-oo:+oo)

(((1/3)*W^1)/3)*W-(1/2) = (5/18)*W // - (5/18)*W

(((1/3)*W^1)/3)*W-((5/18)*W)-(1/2) = 0

(((1/3)*W)/3)*W+(-5/18)*W-1/2 = 0

1/9*W^2-5/18*W-1/2 = 0

DELTA = (-5/18)^2-(-1/2*1/9*4)

DELTA = 97/324

DELTA > 0

W = ((97/324)^(1/2)+5/18)/(1/9*2) or W = (5/18-(97/324)^(1/2))/(1/9*2)

W = 9/2*((97/324)^(1/2)+5/18) or W = 9/2*(5/18-(97/324)^(1/2))

W in { 9/2*(5/18-(97/324)^(1/2)), 9/2*((97/324)^(1/2)+5/18) }

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