Calculating Limits without L'Hopital: A Scientist's Perspective

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xisco
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How can I calculate
Limit as x approaches 0 from the right of (ln(1 − sin x) − e^(−1/x)) divided by x^α.

preferably without L'Hopital? Thanks.
 
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  • Limit as x approaches 0 from the right of (ln(1 - sin x) - e^(-1/x)) divided by x^alpha.
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Hello @xisco ,
:welcome: ##\qquad ## !​

Well, what do you have in your toolbox to tackle this one ?

(PF guidelines require you post an attempt at solution before we are allowed to assist)

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