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For the functions below that have a removable discontinuity at x=a [if the function does not have a removable discontinuity, type in "n" below], state the value of g(a), where g(x) agrees with f(x) for x=a and is continuous everywhere.
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\[f(x)=\frac{ x^2-2x-8 }{ x+2} a=-2\]
f(x)= \[\frac{ 3-\sqrt{3} }{ 9-x }\]
a=9
I got the first one
the second one , no cule
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