Limits and Continuity
Which representation of limits can provide an exact solution for the limit?
Which representation of limits provides a numerical approximation of the limit but is not an exact solution?
We can use the information from each representation to gain a more complete understanding of the behavior of a function at a limit.
Which representation of limits is the most common method used to determine limits?
Which representation of limits involves analyzing the function behavior as x approaches positive or negative infinity?
Which representation of limits may involve using approximation techniques such as L'Hôpital's rule?
Which representation of limits is useful to understand the behavior of a function when working with abstract equations?
How are we doing?
Give us your feedback and let us know how we can improve
Which representation of limits involves using algebraic manipulation to determine the limit?
Which representation of limits involves plotting the function on a graph and observing the behavior of the function as x approaches the limit?
Which representation of limits involves creating a table of values with x-values close to the limit and observing what the y-values of the function approach?