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(1/2)*(3*p+6)-(8*(3/4)*p*x^10) = 0
(1/2)*(3*p+6)-6*p*x^10 = 0
1/2*(3*p+6)-6*p*x^10 = 0
1/2*(3*p+6)-6*p*x^10 = 0
3/2*p-6*p*x^10+3 = 0
3/2*p-6*p*x^10+3 = 0
-6*p*x^10 = -(3/2*p+3) // : -6*p
x^10 = (1/6)*p^-1*(3/2*p+3)
x^10 = 1/6*p^-1*(3/2*p+3) // ^ 1/10
abs(x) = (1/6)^(1/10)*p^(-1/10)*(3/2*p+3)^(1/10)
x = (1/6)^(1/10)*p^(-1/10)*(3/2*p+3)^(1/10) or x = -((1/6)^(1/10)*p^(-1/10)*(3/2*p+3)^(1/10))
x in { (1/6)^(1/10)*p^(-1/10)*(3/2*p+3)^(1/10), -((1/6)^(1/10)*p^(-1/10)*(3/2*p+3)^(1/10)) }
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