25-5/6t=2(t-5)

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Solution for 25-5/6t=2(t-5) equation: 


t in (-oo:+oo)

25-((5/6)*t) = 2*(t-5) // - 2*(t-5)

25-(2*(t-5))-((5/6)*t) = 0

(-5/6)*t-2*(t-5)+25 = 0

(-5*t)/6-2*(t-5)+25 = 0

(-2*6*(t-5))/6+(-5*t)/6+(6*25)/6 = 0

6*25-2*6*(t-5)-5*t = 0

60-17*t+150 = 0

210-17*t = 0

(210-17*t)/6 = 0

(210-17*t)/6 = 0 // * 6

210-17*t = 0

210-17*t = 0 // - 210

-17*t = -210 // : -17

t = -210/(-17)

t = 210/17

t = 210/17

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