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The value of 1(x-a) as lim x tends to "a"does not exist .why?
Because if you approach it from the right hand side (a+),you'll notice that you get closer to +infinity.
{ a+means, infinitesimally greater than a}
However when you apporach it from the left hand side ,(-a), you'll get closer to -infinity .
{ a means ,infinitesimally smaller than a}.
since approaching "a" from both sides , give us different values , hence therefore limit Does not exist for this case.
Thus is your answer
The answer is a
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