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JEE MATHEMATICS MCQ: LIMITS

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Analyzing +4 | -1
If ana_n and bnb_n are positive integers and an+2bna_n+\sqrt{2} b_n =(2+2)n=(2+\sqrt{2})^n, then
lim⁡n→−(anbn)=\lim \limits_{{n \rightarrow-}}\left(\frac{a_n}{b_n}\right)=
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Correct option: B
2\sqrt{2}
Option B (2\sqrt{2}) is correct because after finding expressions for ana_n and bnb_n and taking the limit of their ratio, the result is 2\sqrt{2}.

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