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Detailed Course Information

 

2025 FALL
Feb 03, 2025
Information Select the desired Level or Schedule Type to find available classes for the course.

MATH 161 - Single Variable Calculus I
Prerequisite: MATH 150 with a minimum grade of "C-" or a mathematics placement test or consent of department Corequisite: Students enrolled in the enhanced course (MATH 161E) must also enroll in an appropriate section of the corequisite course MATH 143 - Problem Solving in Mathematics This course will provide an introduction to the topics and techniques of single-variable calculus. Differential calculus topics will include limits and derivatives of algebraic and transcendental functions as well as applications of the derivative. Integral calculus topics will include antiderivatives, area and the Fundamental Theorem of Calculus.
4.000 Credit hours
4.000 Lecture hours

Levels: Undergraduate
Schedule Types: Directed Study, Honors, Interactive Video, Lecture, Online Hybrid, Web-Based w/Lecture-80%+ onWeb, Online Asynchronous, Online Synchronous

Mathematics Department

Course Attributes:
Core-Mathematical Reasoning

Restrictions:
Must be enrolled in one of the following Levels:     
      Undergraduate
      Graduate

Prerequisites:
( Mathematics-QnRsn,Alg,Sta QAS 268 and Mathematics-Adv Alg Func AAF 263) or Mathematics Test-College Level 055 or SAT Mathematics 650 or Math Section Score 670 or ( BEAR Elementary Algebra Exam 8 and Mathematics-Adv Alg Func AAF 263) or ( BEAR Elementary Algebra Exam 8 and Mathematics Test-College Level 55) or BEAR Elementary Algebra Exam 300 or Undergraduate level MATH 100 Minimum Grade of C- or Undergraduate level MA 100 Minimum Grade of C- or Undergraduate level MATH 141 Minimum Grade of C- or Undergraduate level MA 141 Minimum Grade of C- or Undergraduate level MATH 144 Minimum Grade of C- or Undergraduate level MATH 132 Minimum Grade of C- or Undergraduate level MATH 150 Minimum Grade of C- or Undergraduate level MATH 151 Minimum Grade of C- or Undergraduate level MA 151 Minimum Grade of C- or Consent of Department Chair .

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