14-1/5(j-10)=2/325+j

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Solution for 14-1/5(j-10)=2/325+j equation: 


j in (-oo:+oo)

14-((1/5)*(j-10)) = j+2/325 // - j+2/325

14-((1/5)*(j-10))-j-(2/325) = 0

(-1/5)*(j-10)-j-2/325+14 = 0

14-1/5*(j-10)-j-2/325 = 0

(-1/5*325*(j-10))/325+(325*(-j))/325-2/325+(14*325)/325 = 0

325*(-j)-1/5*325*(j-10)+14*325-2 = 0

650-390*j-2+4550 = 0

648-390*j+4550 = 0

5198-390*j = 0

(5198-390*j)/325 = 0

(5198-390*j)/325 = 0 // * 325

5198-390*j = 0

5198-390*j = 0 // - 5198

-390*j = -5198 // : -390

j = -5198/(-390)

j = 2599/195

j = 2599/195

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