(6t+1)/9=((t+16)/18)+(t-2)/18

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Solution for (6t+1)/9=((t+16)/18)+(t-2)/18 equation: 


t in (-oo:+oo)

(6*t+1)/9 = (t+16)/18+(t-2)/18 // - (t+16)/18+(t-2)/18

(6*t+1)/9-((t+16)/18)-((t-2)/18) = 0

(6*t+1)/9+(-1*(t+16))/18+(-1*(t-2))/18 = 0

(18*(6*t+1))/(9*18)+(-1*9*(t+16))/(9*18)+(-1*9*(t-2))/(9*18) = 0

18*(6*t+1)-1*9*(t+16)-1*9*(t-2) = 0

99*t-9*t-126+18 = 0

90*t-108 = 0

(90*t-108)/(9*18) = 0

(90*t-108)/(9*18) = 0 // * 9*18

90*t-108 = 0

90*t-108 = 0 // + 108

90*t = 108 // : 90

t = 108/90

t = 6/5

t = 6/5

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