catapax
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how can i solve lim (1+2^1/x)/(3+2^1/x) without using de l'hopital?
The discussion revolves around evaluating the limit of the expression (1+2^(1/x))/(3+2^(1/x)) as x approaches 0, specifically without applying L'Hôpital's rule. Participants are exploring the behavior of the function as x approaches 0 from both the positive and negative sides.
The discussion is ongoing with participants raising questions about the limit's behavior and suggesting methods to analyze it without L'Hôpital's rule. There is no explicit consensus yet, and the original poster's engagement has been noted as lacking.
There is a mention of the need to consider the limit as x approaches 0 from both the positive and negative sides, indicating potential differences in behavior based on the direction of approach.
catapax said:sorry for x→0±