(2)/(15)(1-x)-(4)/(15)(1+x)=(7)/(15)

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Solution for (2)/(15)(1-x)-(4)/(15)(1+x)=(7)/(15) equation: 


x in (-oo:+oo)

(2/15)*(1-x)-((4/15)*(x+1)) = 7/15 // - 7/15

(2/15)*(1-x)-((4/15)*(x+1))-(7/15) = 0

(2/15)*(1-x)+(-4/15)*(x+1)-7/15 = 0

2/15*(1-x)-4/15*(x+1)-7/15 = 0

(2/15*15*(1-x))/15+(-4/15*15*(x+1))/15-7/15 = 0

2/15*15*(1-x)-4/15*15*(x+1)-7 = 0

-6*x-7-2 = 0

-6*x-9 = 0

(-6*x-9)/15 = 0

(-6*x-9)/15 = 0 // * 15

-6*x-9 = 0

-6*x-9 = 0 // + 9

-6*x = 9 // : -6

x = 9/(-6)

x = -3/2

x = -3/2

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