5/7(t+7)=2/7t+23

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Solution for 5/7(t+7)=2/7t+23 equation: 


t in (-oo:+oo)

(5/7)*(t+7) = (2/7)*t+23 // - (2/7)*t+23

(5/7)*(t+7)-((2/7)*t)-23 = 0

(5/7)*(t+7)+(-2/7)*t-23 = 0

5/7*(t+7)+(-2*t)/7-23 = 0

(5/7*7*(t+7))/7+(-2*t)/7+(-23*7)/7 = 0

5/7*7*(t+7)-2*t-23*7 = 0

3*t-161+35 = 0

3*t-126 = 0

(3*t-126)/7 = 0

(3*t-126)/7 = 0 // * 7

3*t-126 = 0

3*t-126 = 0 // + 126

3*t = 126 // : 3

t = 126/3

t = 42

t = 42

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