(14/9)-n=(4/3)((1/2)n+(1/3))

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Solution for (14/9)-n=(4/3)((1/2)n+(1/3)) equation: 


n in (-oo:+oo)

14/9-n = (4/3)*((1/2)*n+1/3) // - (4/3)*((1/2)*n+1/3)

14/9-((4/3)*((1/2)*n+1/3))-n = 0

(-4/3)*((1/2)*n+1/3)-n+14/9 = 0

14/9-4/3*(1/2*n+1/3)-n = 0

(-4/3*9*(1/2*n+1/3))/9+(9*(-n))/9+14/9 = 0

9*(-n)-4/3*9*(1/2*n+1/3)+14 = 0

14-15*n-4 = 0

10-15*n = 0

(10-15*n)/9 = 0

(10-15*n)/9 = 0 // * 9

10-15*n = 0

10-15*n = 0 // - 10

-15*n = -10 // : -15

n = -10/(-15)

n = 2/3

n = 2/3

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