MATH 1080

Calculus of One Variable II

Course Information and Policies

If you have any questions or concerns regarding MATH 1080, contact the course coordinator, Dr. Meredith Burr at burr3@clemson.edu.

Spring 2025
  • This course requires Edfinity, which we will use for online homework.  You will access Edfinity through your Canvas course.  You will be able to purchase Edfinity access directly though Edfinity's website or by purchasing an access code from the bookstore.  (Purchase through the bookstore will be more expensive than through Edfinity directly.)
  • Our text is Calculus: Early Transcendentals, 3rd edition, by Briggs, Cochran, Gillett, and Schulz.  Access to the text is recommended.  Options for access the text are below:
     
    • Option 1: Purchase the loose-leaf textbook from the Clemson University bookstore.

    • Option 2: Purchase access to the eText through Pearson+
    • Option 3: Access the textbook at the Cooper Library.  Details below:
      • Clemson Libraries has copies of the class textbook. The book can be checked out at the Libraries main circulation desk, and students can check it out for 4 hours at a time and can renew it if no one else has a hold on the book. Students can also check on the status of the book by going to Check Status
      • The Libraries also has copies of textbooks for many other courses for you to check out through its Textbook Lending Program, and it encourages you to examine the works available.

 Your instructor will provide a section syllabus outlining section and instructor-specific policies.

  • Supplemental resource: you can see video lectures and notes by self-enrolling in the Canvas course Math 1080 Video Lectures.  

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Math 1080 Pre-Requisite Skills Review Sessions

Review sessions on pre-requisite skills for Math 1080 will be held by Math 1080 TAs.  There will be multiple sessions on each topic (with each session covering the same material). Sessions will follow the review packets on these topics posted in Canvas.  

  • Pre-Calculus Review
    • Tuesday, Jan. 14 from 5:30 - 7:00 pm in Martin M203 with Annmarie
    • Tuesday, Jan. 14 from 6:00 - 7:30 pm in Martin M205 with Lilly
    • Tuesday, Jan. 14 from 7:00 - 8:30 pm in Martin M201 with Gina
    • Tuesday, Jan. 14 from 7:00 - 8:30 pm in Martin M202 with Meghan
    • Tuesday, Jan. 14 from 7:30 - 9:00 pm in Martin M203 with David
    • Wednesday, Jan. 15 from 6:00 - 7:30 pm in Martin M307 with Macy

Note: Math 1070 TAs will also be holding the same Pre-Calculus Review sessions (using the same materials) on Tuesday, Jan. 14.  If the times below work better for your schedule, you may choose to attend a Math 1070 TA session (listed below).

    • Tuesday, Jan. 14 from 5:00 - 6:30 pm in Martin M201 with Ibrahim
    • Tuesday, Jan. 14 from 5:00 - 6:30 pm in Martin M202 with Oscar
    • Tuesday, Jan. 14 from 5:30 - 7:00 pm in Martin M204 with Tao and Harrison
  • Integrals Review
    • Thursday, Jan. 16 from 5:00 - 6:30 pm in Martin M201 with Aidan M.
    • Thursday, Jan. 16 from 5:00 - 6:30 pm in Martin M202 with Elijah
    • Thursday, Jan. 16 from 6:00 - 7:30 pm in Martin M203 with Sebastian
    • Thursday, Jan. 16 from 6:00 - 7:30 pm in Martin M205 with Ambria
    • Thursday, Jan. 16 from 7:00 - 8:30 pm in Martin M201 with Kylie
    • Thursday, Jan. 16 from 7:00 - 8:30 pm in Martin M202 with Aidan P.
    • Thursday, Jan. 16 from 7:30 - 9:00 pm in Martin M204 with Jack
  • Derivatives Review
    • Tuesday, Jan. 21 from 5:00 - 6:30 pm in Martin M201 with Lilly
    • Tuesday, Jan. 21 from 5:30 - 7:00 pm in Martin M202 with Jenna
    • Tuesday, Jan. 21 from 6:00 - 7:30 pm in Martin M203 with Annmarie
    • Tuesday, Jan. 21 from 7:00 - 8:30 pm in Martin M201 with Gina
  • Limits Review
    • Wednesday, Jan. 22 from 7:00 - 8:30 pm in Martin M307 with David
    • Thursday, Jan. 23 from 5:00 - 6:30 pm in Martin M201 with Aidan M.
    • Thursday, Jan. 23 from 6:00 - 7:30 pm in Martin M202 with Elijah
    • (Sebastian's session is CANCELLED) - Thursday, Jan. 23 from 7:00 - 8:30 pm in Martin M203 with Sebastian

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ASC Workshops for Math 1080

Attending the following workshops can earn you bonus credit (as described in the syllabus).  Pre-registration for these workshops is required.  Register for the workshops at: https://cucourse.app.clemson.edu/workshops/student-index.php 

Math 1060/1080 Students: Studying for Math Exams (2 time options)

  • Thursday, January 30 from 2:00 - 3:00 pm in ASC 306
  • Friday, January 31 from 2:00 - 3:00 pm in ASC 315
  • Presentation Slides

Math 1060/1080 Students: How to Analyze and Reflect on Your Graded Math Exam (2 time options)

Note: You will need to bring your laptop to this workshop so you can review your graded exam on Gradescope during the workshop.

  • Thursday, February 13 from 2:00 - 3:00 pm in ASC 306
  • Friday, February 14 from 2:00 - 3:00 pm in ASC 315

How to Solve Problems Like a Pro (2 time options)

  • Thursday, March 13 at 4:15 pm in ASC 300
  • Tuesday, March 25 at 4:15 pm in ASC 300

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Math 1080 Drop-In Help Available in the Math Help Lab

  • Drop-in help for Math 1080 is available Monday -  Friday from 5 - 8 pm in the Math Help Lab (Martin M-1).   
  • Math Help Lab will start on Tuesday, Jan. 21 and run throughout the semester (except on school holidays) until the last day of classes.  Math 1080 TAs are available to answer questions in the help lab.

Math 1080 Help Lab Schedule for Spring 2025

  Monday Tuesday Wednesday Thursday Friday
5:00 - 6:00 pm

Jack

Ambria

Jenna

Aidan M.

Jack

Aidan M.

Jenna

Ambria

David

Sebastian

6:00 - 7:00 pm

Macy

Lilly

Annmarie

Aidan P.

Meghan

Kylie

Gina

Elijah

David

Sebastian

7:00 - 8:00 pm

Macy

Lilly

Annmarie

Aidan P.

Meghan

Kylie

Gina

Elijah

 
Daily Course Schedule
Spring 2025

Quiz Dates for all sections

Course Learning Objectives
  • Spring 2025
Exam Information
Spring 2025
 
Note on Exam Format: 
  • Exams are in-person on campus (see room locations below).  
  • Exams will be done on paper and will include a multiple choice section and free response section.
    • Multiple choice questions will be answered on a bubble sheet which will be uploaded to Gradescope for grading.
    • Free response questions will be graded in Gradescope.  Once grading is complete for each exam, you can see your exam feedback in Gradescope.  (See Gradescope's help page on Viewing Feedback if you have any questions on how to see your feedback.)
Exam Rooms
For Exams 1, 2, 3 and the Final Exam you will be testing in a different room than your regular classroom.  See your exam room location below.  
 
Exam Rooms for Exams 1, 2, 3 and the Final:
  • Meredith Burr (sections 9, 202): Daniel 105
  • Allen Guest (sections 1, 10, 201): Newman 104
  • Brad Scott (sections 2, 3, 6): Strom 101
  • Scott Scruggs (sections 4, 5, 11): Lee 111
  • Seth Watkins (sections 7, 8, 12): Daniel Expansion G66
 
Exam 1 (Wednesday, February 5 from 5:30 pm - 7:00 pm Eastern Time)
 
Exam 2 (Wednesday, March 5 from 5:30 pm - 7:00 pm Eastern Time)
 
Exam 3 (Wednesday, April 16 from 5:30 pm - 7:00 pm Eastern Time)
 
Final Exam (Monday, April 28 from 11:30 am - 2:00 pm Eastern Time)
  • Math-In: Saturday, April 26 (10 am - 5 pm in Martin Hall classrooms).  The Math-In is an all-day, on-demand tutoring session to help students prepare for their final exams.  
  • About the Final:
    • Multiple Choice: 36%, Free Response: 64%
    • 13 multiple choice questions and 12 free response questions.
    • Breakdown of material: About 15% of the points are on Chapter 12 material, with the remaining 85% divided approximately evenly over the material from Chapters 6, 8, 10, and 11.
    • The exam will include the formulas and series summary sheet that were provided with the midterm exams.
  • Reference sheets provided with the Final
    • Note: Taylor series will be provided in the problem when needed.
  • Review Materials:
  • If you have an exam conflict or more than two final exams scheduled for Monday, April 28, see university policy on Resolving Final Exam Issues.  
Previous Exams

The order in which the curriculum is taught and tested varies from semester to semester. Do not assume that the content of one of the previous exams is exactly the content of your corresponding unit exam.  

 
Here is a list of problems by topic from the old exams: Test Bank (Chapters 5 and 6)
Additional Resources