a/x-b+b/x-a=2 simplyfi it
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Solution:
a/x - b + b/x - a = 2
=> a/x+b/x-b-a=2
=> (1/x)(a+b)-(b+a) = 2
=> (a+b)[1/x-1] = 2
=> 1/x-1 = 2/(a+b)
=> 1/x = 1+2/(a+b)
=> 1/x = (a+b+2)/(a+b)
=> x/1 = (a+b)/(a+b+2)
Therefore,
x = (a+b)/(a+b+2)
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