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Abhishek Grade: 12th pass
        Limit x tend to infinite  under root x bi under root x plus under root x plus under root xPls solve this question step by step.
one year ago

Answers : (1)

mithra iyengar
11 Points
										Under root x/x+x+x+…………… here add one and subtract one   It becomes  under root (x-x+x+………/x+x+x+…………) +1. As x tends to infinity the part under the bracket becomes one and we will be left with under root 2 and I think that is the answer.
										
one year ago
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