1/7(6t-5)=11/7t-t+5/14

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Solution for 1/7(6t-5)=11/7t-t+5/14 equation:


t in (-oo:+oo)

(1/7)*(6*t-5) = (11/7)*t-t+5/14 // - (11/7)*t-t+5/14

(1/7)*(6*t-5)-((11/7)*t)+t-(5/14) = 0

(1/7)*(6*t-5)+(-11/7)*t+t-5/14 = 0

1/7*(6*t-5)+(-11*t)/7+t-5/14 = 0

(1/7*7*14*(6*t-5))/(7*14)+(-11*14*t)/(7*14)+(7*14*t)/(7*14)+(-5*7)/(7*14) = 0

1/7*7*14*(6*t-5)-11*14*t+7*14*t-5*7 = 0

98*t-70*t-70-35 = 0

28*t-70-35 = 0

28*t-105 = 0

(28*t-105)/(7*14) = 0

(28*t-105)/(7*14) = 0 // * 7*14

28*t-105 = 0

28*t-105 = 0 // + 105

28*t = 105 // : 28

t = 105/28

t = 15/4

t = 15/4

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