(n-7)/8+(n-7)/9=(5/36)

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Solution for (n-7)/8+(n-7)/9=(5/36) equation: 


n in (-oo:+oo)

(n-7)/8+(n-7)/9 = 5/36 // - 5/36

(n-7)/8+(n-7)/9-(5/36) = 0

(n-7)/8+(n-7)/9-5/36 = 0

(9*36*(n-7))/(8*9*36)+(8*36*(n-7))/(8*9*36)+(-5*8*9)/(8*9*36) = 0

9*36*(n-7)+8*36*(n-7)-5*8*9 = 0

612*n-4284-360 = 0

612*n-4644 = 0

(612*n-4644)/(8*9*36) = 0

(612*n-4644)/(8*9*36) = 0 // * 8*9*36

612*n-4644 = 0

612*n-4644 = 0 // + 4644

612*n = 4644 // : 612

n = 4644/612

n = 129/17

n = 129/17

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