A-1/7-5(a-1)/6=3a+9/3

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Solution for A-1/7-5(a-1)/6=3a+9/3 equation: 


x in (-oo:+oo)

A-((5*(a-1))/6)-(1/7) = 3*a+9/3 // - 3*a+9/3

A-((5*(a-1))/6)-(3*a)-(1/7)-(9/3) = 0

(-5/6)*(a-1)+A-3*a-1/7-3 = 0

A-5/6*(a-1)-3*a-1/7-3 = 0

(-5/6*7*(a-1))/7+(7*A)/7+(-3*7*a)/7-1/7+(-3*7)/7 = 0

7*A-5/6*7*(a-1)-3*7*a-3*7-1 = 0

7*A-35/6*a-21*a-21-1+35/6 = 0

7*A-161/6*a-21-1+35/6 = 0

7*A-161/6*a-21+29/6 = 0

7*A-161/6*a-97/6 = 0

(7*A-161/6*a-97/6)/7 = 0

(7*A-161/6*a-97/6)/7 = 0 // * 7

7*A-161/6*a-97/6 = 0

x belongs to the empty set

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