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solve the equation 2x/(x-2)=1/(x^2 -4) +1
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Is the one added to the denominator or to the whole thing on the other side of the equation?
its added to the whole thing
ok simple. Bring like terms together( the x-2 and x^2-4) and find a common denominator So you would have \[(2x/x-2)- 1/(x ^{2}-4)=1\] Then find the common denominator by multiplying 2x/x-2 with x+2/x+2 since x^2-4 is the same as (x+2)(x-2) and then you have \[(2x ^{2}+4x-1)/(x+2)(x-2)=1\] I'm sure you can go on from there?
yes I can thank you!
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