(1/6)(4x+1)=3x

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Solution for (1/6)(4x+1)=3x equation: 


x in (-oo:+oo)

(1/6)*(4*x+1) = 3*x // - 3*x

(1/6)*(4*x+1)-(3*x) = 0

(1/6)*(4*x+1)-3*x = 0

1/6*(4*x+1)-3*x = 0

1/6*(4*x+1)-3*x = 0

1/6-7/3*x = 0

1/6-7/3*x = 0

1/6-7/3*x = 0 // - 1/6

-7/3*x = -1/6 // : -7/3

x = -1/6/(-7/3)

x = 1/14

x = 1/14

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