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B
6
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C
9
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D
∞
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Solution
The correct option is A 3 Let n=√6+√6+√6+√6+.... n2=6+√6+√6+√6+√6+.... n2=6+n n2−n−6=0 n2−3n+2n−6=0 n(n−3)+2(n−3) (n+2)(n−3) n=(3,−2) Hence √6+√6+√6+√6+....=3