(6x+8)^1/2=(5+2x)^1/5

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Solution for (6x+8)^1/2=(5+2x)^1/5 equation: 


x in (-oo:+oo)

((6*x+8)^1)/2 = ((2*x+5)^1)/5 // - ((2*x+5)^1)/5

((6*x+8)^1)/2-(((2*x+5)^1)/5) = 0

(6*x+8)/2-((2*x+5)/5) = 0

(6*x+8)/2+(-1*(2*x+5))/5 = 0

(5*(6*x+8))/(2*5)+(-1*2*(2*x+5))/(2*5) = 0

5*(6*x+8)-1*2*(2*x+5) = 0

26*x+30 = 0

(26*x+30)/(2*5) = 0

(26*x+30)/(2*5) = 0 // * 2*5

26*x+30 = 0

26*x+30 = 0 // - 30

26*x = -30 // : 26

x = -30/26

x = -15/13

x = -15/13

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