MA 16010, Spring 2018

Course Info.

• Course Coordinator: Huimei Delgado
  • Phone: 765-494-1950
  • Email: hdelgado@purdue.edu
  • Office: MATH 816
  • Office Hours: M, W: 1:00-2:00; Tu, Th: 10:00-11:30 or by appointment
• Syllabus
  • Syllabus (Traditional)
  • Syllabus (IMPACT)
  • Syllabus (Distance)
• Calendar
  • Calendar (Traditional/Distance)
  • Calendar (IMPACT)
• LON-CAPA (videos, etext and homework)
  • How to Use LON-CAPA
  • How to Enter Math Expressions in LON-CAPA
  • LON-CAPA Tech Support: Kyle Dahlin (kdahlin@purdue.edu)
  • LON-CAPA Troubleshoot
• Calculator Policy
• Piazza Discussion Board (Instructions)
  • Click here to sign up for Piazza. Be sure to change your email settings. See instructions above.
• Review Material

Resources

• Math Help Rooms
• Supplemental Instruction
  • What is SI?
  • SI Schedule
• COSINE (College of Science) Tutoring
• WIEP/WISP Free Tutoring Program
• Piazza Discussion Board

Exam Info.

• Exam 1
  • Time and Date: 6:30pm-7:30pm on Tues, 2/6
  • Location: LILY 1105, CL50 224, WTHR 200, ME 1061 and MATH 175
  • Layout of CL50 224
  • Layout of LILY 1105
  • Layout of MATH 175
  • Layout of WTHR 200
  • Layout of ME1061
  • Exam Cover Page (Traditional)
  • Exam Cover Page (IMPACT)
  • Exam Cover Page (Online)
• Exam 2
  • Time and Date: 8:00-9:00 pm on Thur, 3/1
  • Location: CL50 224, LILY 1105, PHYS 114 and WTHR 200
  • Layout of CL50 224
  • Layout of LILY 1105
  • Layout of PHYS 114
  • Layout of WTHR 200
• Exam 3
  • Time and Date: 6:30pm-7:30pm on Mon, 4/9
  • Location: CL50 224, LILY 1105, PHYS 114 and WTHR 200
  • Layout of CL50 224
  • Layout of LILY 1105
  • Layout of PHYS 114
  • Layout of WTHR 200
• Final Exam
  • Time and Date: 1:00-3:00pm on Wed, 5/2
  • Location: TBA

Office Hrs

• Math Help Room Information
  • Schedule (Finalized after the First Week)

Course Description

Credit Hours: 3.00. Topics include trigonometric and exponential functions; limits and differentiation, rules of differentiation, maxima, minima and optimization; curve sketching, integration, anti-derivatives, fundamental theorem of calculus. Properties of definite integrals and numerical methods. Applications to life, managerial and social sciences. Typically offered Fall Spring Summer. 3.000 Credit hours

Instructor Info.

Course Materials

Important Notes

• ADA policies: please see our ADA Information page for more details
• In the event of a missed exam, see your instructor/professor as soon as possible.
• See the online course evaluation page for more information on how we collect course feedback from students