(k/4)+3=(10x10)/4

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Solution for (k/4)+3=(10x10)/4 equation: 


x in (-oo:+oo)

k/4+3 = (10*x^10)/4 // - (10*x^10)/4

k/4-((10*x^10)/4)+3 = 0

k/4+(-5/2)*x^10+3 = 0

-5/2*x^10 = -(1/4*k+3) // : -5/2

x^10 = 2/5*(1/4*k+3)

x^10 = 2/5*(1/4*k+3) // ^ 1/10

abs(x) = (2/5)^(1/10)*(1/4*k+3)^(1/10)

x = (2/5)^(1/10)*(1/4*k+3)^(1/10) or x = -((2/5)^(1/10)*(1/4*k+3)^(1/10))

x in { (2/5)^(1/10)*(1/4*k+3)^(1/10), -((2/5)^(1/10)*(1/4*k+3)^(1/10)) }

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