((w-7)/6)+((w+3)/11)=(13/33)

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Solution for ((w-7)/6)+((w+3)/11)=(13/33) equation:


w in (-oo:+oo)

(w-7)/6+(w+3)/11 = 13/33 // - 13/33

(w-7)/6+(w+3)/11-(13/33) = 0

(w-7)/6+(w+3)/11-13/33 = 0

(11*33*(w-7))/(6*11*33)+(6*33*(w+3))/(6*11*33)+(-13*6*11)/(6*11*33) = 0

11*33*(w-7)+6*33*(w+3)-13*6*11 = 0

561*w-1947-858 = 0

561*w-2805 = 0

(561*w-2805)/(6*11*33) = 0

(561*w-2805)/(6*11*33) = 0 // * 6*11*33

561*w-2805 = 0

561*w-2805 = 0 // + 2805

561*w = 2805 // : 561

w = 2805/561

w = 5

w = 5

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