y=3(x^4)/4+384

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Solution for y=3(x^4)/4+384 equation: 


x in (-oo:+oo)

y = (3*x^4)/4+384 // - (3*x^4)/4+384

y-((3*x^4)/4)-384 = 0

(-3/4)*x^4+y-384 = 0

-3/4*x^4 = -(y-384) // : -3/4

x^4 = -4/3*(384-y)

x^4 = -4/3*(384-y) // ^ 1/4

abs(x) = (-4/3)^(1/4)*(384-y)^(1/4)

x = (-4/3)^(1/4)*(384-y)^(1/4) or x = -((-4/3)^(1/4)*(384-y)^(1/4))

x in { (-4/3)^(1/4)*(384-y)^(1/4), -((-4/3)^(1/4)*(384-y)^(1/4)) }

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