8+(14/(a-2))=(7a)/(a-2)

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Solution for 8+(14/(a-2))=(7a)/(a-2) equation: 


D( a )

a-2 = 0

a-2 = 0

a-2 = 0

a-2 = 0 // + 2

a = 2

a in (-oo:2) U (2:+oo)

14/(a-2)+8 = (7*a)/(a-2) // - (7*a)/(a-2)

14/(a-2)-((7*a)/(a-2))+8 = 0

14/(a-2)-7*a*(a-2)^-1+8 = 0

14/(a-2)+(-7*a)/(a-2)+8 = 0

14/(a-2)+(-7*a)/(a-2)+(8*(a-2))/(a-2) = 0

8*(a-2)-7*a+14 = 0

8*a-7*a-16+14 = 0

a-2 = 0

(a-2)/(a-2) = 0

(a-2)/(a-2) = 0 // * a-2

a-2 = 0

a-2 = 0 // + 2

a = 2

a in { 2} 

a belongs to the empty set

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