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JEE MATHEMATICS MCQ: LIMITS

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Application +4 | -1
The value of lim⁡x→ax−b−a−bx2−a2(a>b)\lim \limits_{{x \rightarrow a}} \frac{\sqrt{x-b}-\sqrt{a-b}}{x^2-a^2}(a>b) is
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Correct option: D
14aa−b\frac{1}{4 a \sqrt{a-b}}
Option D (14aa−b\frac{1}{4 a \sqrt{a-b}}) is correct because after rationalizing and simplifying, the limit evaluates to 14aa−b\frac{1}{4a\sqrt{a-b}}.

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