1.

Let f(x)=sqrt(1-cos (x-2))/(x-2), x ne 2. The lim_(x to 2) f(x)

Answer»

exists and is EQUAL to `SQRT2`
does not EXIST because `lim_(x to 2+)f(x)` doesn’t exist
equal to 1
doesn't exist because `lim_(x to 2+) f(x)ne lim_(x to 2-) f(x)`

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