if w,x,y,z∈ R+ and 256xyzw≥slant{(w+x+y+z)}^4and 3w+5x+7y+9z=24,then roots of equation (w+x)t^2+yzt+\sqrt{x+y+w+z}=0 are

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Balance the following equation, and hence choose the values of the coefficients w, x, y, z:
$w F e_{2} O_{3} (s) + x C (s) \to y F e (s) + z C O_{2} (g)$

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