CourseNotes
Published on CourseNotes (https://course-notes.org)

Home > AP Calculus BC AP problem 1b

AP Calculus BC AP problem 1b

Subject: 
Math [1]
Rating: 
0
No votes yet
Tags: 
AP Calculus BC AP problem 1b [2]

CALCULUS BC NAME__________________________________ AP PROBLEM #1b DO NOT USE A CALCULATOR. Answer questions completely. Show work. Let f be defined by ( ) 2x 1 x= ?f . (a) Sketch the graph of ( )xf . (b) Rewrite the function using piecewise notation. (c) Using what you did in part b and the definition of continuity, prove that f is continuous at x = 1. (d) Determine (using one-sided limits) if f is differentiable at x = 1. (need to use the derivative limit)
Text automatically extracted from attachment below. Please download attachment to view properly formatted document.
---Extracted text from uploads/math/approblem1b.pdf---

Wait just a minute here...

In order to access these resources, you will need to sign in [3] or register [4] for the website (takes literally 1 minute!) and contribute [5] 10 documents to the Course-Notes.Org library. Until you contribute 10 documents, you'll only be able to view the titles of the uploaded documents.

  • Unlock Course-Notes.org

    Gain access to members only, premium content that includes past essays, DBQs, practice tests, term papers, homework assignments and other vital resources for your success!
  • Interact with other members

    Receive feedback from the Course-Notes.Org community on your homework assignments
  • Participation = Points

    Earn points for by contributing documents to the library, helping other members, writing informative blog posts, and voting in polls!

There are over 10,000 documents that have been added to the Members Only section that you won't find anywhere on this site or on the interwebs, for that matter. In order to access these resources, you will need to register [4] for the website (takes literally 1 minute!) and earn 100 cnote$ (use the table above to figure that out). Until you contribute earn 100 cnote$, you'll only be able to view the titles of the uploaded documents and some teaser text.

Get started right now! [4]


Source URL:https://course-notes.org/math/premium/ap_calculus_bc_ap_problem_1b#comment-0

Links
[1] https://course-notes.org/subject/math [2] https://course-notes.org/taxonomy/term/1003716 [3] https://course-notes.org/user [4] https://course-notes.org/user/register [5] https://course-notes.org/node/add/upload/bulk