4/(q-4)=10/(q-1)

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Solution for 4/(q-4)=10/(q-1) equation:


D( q )

q-1 = 0

q-4 = 0

q-1 = 0

q-1 = 0

q-1 = 0 // + 1

q = 1

q-4 = 0

q-4 = 0

q-4 = 0 // + 4

q = 4

q in (-oo:1) U (1:4) U (4:+oo)

4/(q-4) = 10/(q-1) // - 10/(q-1)

4/(q-4)-(10/(q-1)) = 0

4/(q-4)-10*(q-1)^-1 = 0

4/(q-4)-10/(q-1) = 0

(4*(q-1))/((q-4)*(q-1))+(-10*(q-4))/((q-4)*(q-1)) = 0

4*(q-1)-10*(q-4) = 0

36-6*q = 0

(36-6*q)/((q-4)*(q-1)) = 0

(36-6*q)/((q-4)*(q-1)) = 0 // * (q-4)*(q-1)

36-6*q = 0

36-6*q = 0 // - 36

-6*q = -36 // : -6

q = -36/(-6)

q = 6

q = 6

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