12/(12-2x5)+6

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Solution for 12/(12-2x5)+6 equation: 


D( x )

12-(2*x^5) = 0

12-(2*x^5) = 0

12-(2*x^5) = 0

12-2*x^5 = 0

-2*x^5 = -12 // : -2

x^5 = 6

x^5 = 6 // ^ 1/5

x = 6^(1/5)

x in (-oo:6^(1/5)) U (6^(1/5):+oo)

12/(12-(2*x^5))+6 = 0

12/(12-2*x^5)+6 = 0

12/(12-2*x^5)+(6*(12-2*x^5))/(12-2*x^5) = 0

6*(12-2*x^5)+12 = 0

84-12*x^5 = 0

(84-12*x^5)/(12-2*x^5) = 0

(84-12*x^5)/(12-2*x^5) = 0 // * 12-2*x^5

84-12*x^5 = 0

-12*x^5 = -84 // : -12

x^5 = 7

x^5 = 7 // ^ 1/5

x = 7^(1/5)

x = 7^(1/5)

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