3(a+2b)=5a+b/4

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Solution for 3(a+2b)=5a+b/4 equation: 


x in (-oo:+oo)

3*(a+2*b) = 5*a+b/4 // - 5*a+b/4

3*(a+2*b)-(5*a)-(b/4) = 0

3*(a+2*b)-5*a-(b/4) = 0

3*(a+2*b)-5*a-b/4 = 0

(3*4*(a+2*b))/4+(-5*4*a)/4-b/4 = 0

3*4*(a+2*b)-5*4*a-b = 0

24*b-8*a-b = 0

23*b-8*a = 0

(23*b-8*a)/4 = 0

(23*b-8*a)/4 = 0 // * 4

23*b-8*a = 0

x belongs to the empty set

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