Question

Indeterminate limits are often difficult. Sometimes simplifying the expression allows us to evaluate the limit, but many times there isn't a good way of simplifying. L'Hospital's rule is used to more easily evaluate these indeterminate limits. While this rule doesn't always work or apply, it generally makes a limit easier to evaluate when it does apply. 1. List as many types of indeterminate limits as you can. 2. State l'Hospital's rule in your own words. (There are actually several versions of the rule, so either one version or a brief idea about what they all say is all that's necessary.) 3. Use l'Hospital's rule to evaluate the following limits: (a) lim Sinr (b) lim z In z

Answer 1

b Li 1のOL OL