-(1-k)/(3-3k)

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Solution for -(1-k)/(3-3k) equation: 


D( k )

3-(3*k) = 0

3-(3*k) = 0

3-(3*k) = 0

3-3*k = 0

3-3*k = 0 // - 3

-3*k = -3 // : -3

k = -3/(-3)

k = 1

k in (-oo:1) U (1:+oo)

-((1-k)/(3-(3*k))) = 0

-((1-k)/(3-3*k)) = 0

(-1*(1-k))/(3-3*k) = 0

1-k = 0 // - 1

-k = -1 // * -1

k = 1

k in { 1} 

k belongs to the empty set

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