(2k-5)/(-4-k)=-1

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Solution for (2k-5)/(-4-k)=-1 equation:


D( k )

-k-4 = 0

-k-4 = 0

-k-4 = 0

-k-4 = 0 // + 4

-k = 4 // * -1

k = -4

k in (-oo:-4) U (-4:+oo)

(2*k-5)/(-k-4) = -1 // + 1

(2*k-5)/(-k-4)+1 = 0

(2*k-5)/(-k-4)+(1*(-k-4))/(-k-4) = 0

1*(-k-4)+2*k-5 = 0

k-9 = 0

(k-9)/(-k-4) = 0

(k-9)/(-k-4) = 0 // * -k-4

k-9 = 0

k-9 = 0 // + 9

k = 9

k = 9

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