((a^(1/7))/(2a^(7/6)))^-6

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Solution for ((a^(1/7))/(2a^(7/6)))^-6 equation: 


D( a )

a < 0

2*a^(7/6) = 0

(a^(1/7))/(2*a^(7/6)) = 0

a < 0

2*a^(7/6) = 0

2*a^(7/6) = 0

2*a^(7/6) = 0 // : 2

a^(7/6) = 0

a = 0

(a^(1/7))/(2*a^(7/6)) = 0

(a^(1/7))/(2*a^(7/6)) = 0

1/2*a^(-43/42) = 0 // : 1/2

a^(-43/42) = 0

a należy do O

a in (0:+oo)

((a^(1/7))/(2*a^(7/6)))^-6 = 0

64*a^(43/7) = 0 // : 64

a^(43/7) = 0

a = 0

a in { 0} 

a belongs to the empty set

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