((x+1)/3)+((x+2)/7)=5

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Solution for ((x+1)/3)+((x+2)/7)=5 equation: 


x in (-oo:+oo)

(x+1)/3+(x+2)/7 = 5 // - 5

(x+1)/3+(x+2)/7-5 = 0

(7*(x+1))/(3*7)+(3*(x+2))/(3*7)+(-5*3*7)/(3*7) = 0

7*(x+1)+3*(x+2)-5*3*7 = 0

10*x-105+13 = 0

10*x-92 = 0

(10*x-92)/(3*7) = 0

(10*x-92)/(3*7) = 0 // * 3*7

10*x-92 = 0

10*x-92 = 0 // + 92

10*x = 92 // : 10

x = 92/10

x = 46/5

x = 46/5

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