(2(f^4)^2f^2)/(8f^12)

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Solution for (2(f^4)^2f^2)/(8f^12) equation: 


D( f )

8*f^12 = 0

8*f^12 = 0

8*f^12 = 0

8*f^12 = 0 // : 8

f^12 = 0

f = 0

f in (-oo:0) U (0:+oo)

(2*f^2*(f^4)^2)/(8*f^12) = 0

1/4*f^-2 = 0 // : 1/4

f^-2 = 0

f należy do O

f belongs to the empty set

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