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In the video "An Introduction to Limits", two functions were discussed, f(x) and g(x) where limits existed as you approa

Posted: Thu Jul 14, 2022 4:47 pm
by answerhappygod
In The Video An Introduction To Limits Two Functions Were Discussed F X And G X Where Limits Existed As You Approa 1
In The Video An Introduction To Limits Two Functions Were Discussed F X And G X Where Limits Existed As You Approa 1 (22.75 KiB) Viewed 40 times
In The Video An Introduction To Limits Two Functions Were Discussed F X And G X Where Limits Existed As You Approa 2
In The Video An Introduction To Limits Two Functions Were Discussed F X And G X Where Limits Existed As You Approa 2 (22.75 KiB) Viewed 40 times
In The Video An Introduction To Limits Two Functions Were Discussed F X And G X Where Limits Existed As You Approa 3
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In the video "An Introduction to Limits", two functions were discussed, f(x) and g(x) where limits existed as you approached specific x-values howev the x-value was not in the domain or had a y-value that was different than the limit. Create or find your own, unique function h(x). Discuss the limit of your function as x approaches some particular value, let's say a, where the limit exists but the y-value does not or is different than the limit. Include with your example an explanation of how you determined the limit using a numerical (spreadsheet or table of values) perspective, the value of h(a), as well as any comments of frustrations you encountered along the way. If someone posts a function, you cannot use it. You need to post something original. You are also required to critique or question one of your peer's work after your post is submitted. I will withhold my comments for a period of time allowing you ample time to do:so.
Discussion: Additional Resources Share the resources that you have found helpful in understanding limits which are the foundation of calculus. Please include websites and resources outside of MyMathLab as well. You are also required to comment on another student's post after visiting the resources they found helpful. I will withhold my comments for a period of time allowing you ample time to do so.