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lim a-x/sqrtx-sqrta as x->a
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\[x=u^2\] now we have-\[\lim_{u \rightarrow \sqrt{a}}\frac{ a-u^2 }{ \sqrt{u^2}-\sqrt{a} }\]\[\lim_{u \rightarrow \sqrt{a}}\frac{ a-u^2 }{u-\sqrt{a}} \times \frac{ u+\sqrt{a} }{u+\sqrt{a} }\]\[\lim_{u \rightarrow \sqrt{a}}\frac{ (a-u^2)(u+\sqrt{a}) }{ u^2-a }\]\[\frac{ \lim_{u \rightarrow \sqrt{a}}(a-u^2)(u+\sqrt{a} }{ \lim_{u \rightarrow \sqrt{a}}(u^2-a) }\] try doing it from here :)
-2 sqrt a ?
yes :)
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