y=(x^(4/5))^1/2

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Solution for y=(x^(4/5))^1/2 equation: 


x in (-oo:+oo)

y = ((x^(4/5))^1)/2 // - ((x^(4/5))^1)/2

y-(((x^(4/5))^1)/2) = 0

y-((x^(4/5))/2) = 0

-1/2*x^(4/5) = -y // : -1/2

x^(4/5) = 2*y

x^(4/5) = 2*y // ^ 5

x^4 = 32*y^5 // ^ 1/4

abs(x) = 2*2^(1/4)*y^(5/4)

x = 2*2^(1/4)*y^(5/4) or x = -(2*2^(1/4)*y^(5/4))

x in { 2*2^(1/4)*y^(5/4), -(2*2^(1/4)*y^(5/4)) }

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