I have to show that the limit as x approaches 0 from the right when $\displaystyle \sqrt{x} e^{sin\pi/x}$ I am not looking for an answer. I am just asking is the squeeze theorem is to be used here.
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Hi again ! Yes, it can be used, because when x tends to 0, pi/x tends to + infinity (assuming x is positive, because of sqrt(x)). And sin(something tending to +infinity) is not known. How can you do then ? Squeeze theorem !
Thank you once again!! haha.
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