(1/((a-b)(a+2b)))+(1/((a+2b)(a-3b)))+(1/((a-3b)(a-b)))

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Solution for (1/((a-b)(a+2b)))+(1/((a+2b)(a-3b)))+(1/((a-3b)(a-b))) equation:


D( x )

(a-b)*(a+2*b) = 0

(a-(3*b))*(a-b) = 0

(a+2*b)*(a-(3*b)) = 0

(a-b)*(a+2*b) = 0

(a-b)*(a+2*b) = 0

(a-(3*b))*(a-b) = 0

(a-(3*b))*(a-b) = 0

(a-3*b)*(a-b) = 0

(a+2*b)*(a-(3*b)) = 0

(a+2*b)*(a-(3*b)) = 0

(a+2*b)*(a-3*b) = 0

x in (-oo:+oo)

1/((a-b)*(a+2*b))+1/((a+2*b)*(a-(3*b)))+1/((a-(3*b))*(a-b)) = 0

1/((a-b)*(a+2*b))+1/((a+2*b)*(a-3*b))+1/((a-3*b)*(a-b)) = 0

(1*(a-3*b))/((a-b)*(a+2*b)*(a-3*b))+(1*(a-b))/((a-b)*(a+2*b)*(a-3*b))+(1*(a+2*b))/((a-b)*(a+2*b)*(a-3*b)) = 0

1*(a-3*b)+1*(a-b)+1*(a+2*b) = 0

2*a+a-4*b+2*b = 0

3*a-2*b = 0

(3*a-2*b)/((a-b)*(a+2*b)*(a-3*b)) = 0

(3*a-2*b)/((a-b)*(a+2*b)*(a-3*b)) = 0 // * (a-b)*(a+2*b)*(a-3*b)

3*a-2*b = 0

x belongs to the empty set

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