125. Limit by L'Hopital's Rule: trigonometric functions, form 0 times infinity 

▼ IMPORTANT ▼ Solved example of limit using L'Hopital's rule (L'Hôpital's rule, L'Hospital's rule), in the case where x tends to zero and we have a product of sine of x times natural logarithm of sine , in the form zero times infinity, writing the product as a division (quotient), to have the form 0/0 or infinity over infinity and apply the rule deriving the logarithmic function and the trigonometric function and calculating the limit step by step.
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