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Baylor BU Mathematics Undergraduate Program Course Descriptions 1000 Level
  • Academic Resources
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  • Course Descriptions
    • 1000 Level
    • 2000 Level
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1000 Level

MTH 1220 - Algebra Review
Prerequisite: Consent of Mathematics Department
Algebra review for students who need to make a 61 or better on the ALEKS and are not ready for MTH 1320. Topics include solving equations and inequalities, polynomials, rational functions, exponential functions, and logarithms. Begins 5 weeks into the semester. Does not apply on major. Does not satisfy the mathematics requirement for any degree.

MTH 1301 - Ideas in Mathematics - List of Topics
Significant ideas of mathematics. Topics will be chosen from: voting theory, apportionment, financial analysis, linear and exponential growth, statistics and opinion polls. Designed primarily for liberal arts students. Does not apply toward the major.

MTH 1308 - Precalculus for Business Students - Sample Syllabus, Problem List, Practice Final
A study of the types of functions that arise in business calculus, including linear, quadratic, and other polynomial functions, rational functions, and exponential and logarithmic functions. Does not apply on the Arts and Sciences mathematics requirement nor on a mathematics major. Credit may not be received after receiving credit in MTH 1320.

MTH 1309 - Calculus for Business Students - Sample Syllabus, Problem List
Prerequisite(s): A grade of C or better in MTH 1320 or MTH 1308 or a satisfactory performance on the SAT or the ACT.
Differentiation of rational, exponential, and logarithmic functions of one and several variables, integration of functions of one variable, and applications to business problems. Does not apply on the major. Credit may not be received after receiving credit in MTH 1321.

MTH 1315 - Patterns, Relationships and Number Concepts
Advanced perspectives on topics taught in EC-8 including number concepts, patterns, and functions. Does not satisfy the liberal arts mathematics requirements and does not apply toward the mathematics major. 

MTH 1316 - Geometry and Measurement - Sample Syllabus
Prerequisite(s): A grade of C or above in MTH 1315.
A continuation of MTH 1315. Topics included in 1316 will be geometric figures, motions of geometry, and measurement. Does not apply toward the mathematics major.

MTH 1320 - PreCalculus Mathematics (formerly MTH 1304) - Sample Syllabus, Problem List, Sample Final
Prerequisite(s): Participation in an online learning module and earning a minimum score at the conclusion of the module. For information on the online preparatory program ALEKS, please read the information at the ALEKS link.
Basic concepts of college algebra, trigonometry, and elementary functions and an introduction to limits. Designed as preparation for MTH 1321; does not apply on the major.

MTH 1321 - Calculus I - Sample Syllabus, Problem List,

Fall 2023 Departmental Final Exam
Fall 2022 Departmental Final Exam
Spring 2021 Departmental Final Exam
Spring 2019 Departmental Final Exam
Fall 2018 Departmental Final Exam
Fall 2017 Departmental Final Exam
Prerequisite(s): A qualifying SAT/ACT score or a B- or better in MTH 1320 or qualifying score on the ALEKS exam. For information on the online preparatory program ALEKS, please read the information at the ALEKS link.
Differential calculus of a single variable. Introduction to the definite integral and the Fundamental Theorem of Calculus.

MTH 1322 - Calculus II - Sample Syllabus, Problem List,  

Fall 2023 Departmental Final Exam
Spring 2023 Departmental Final Exam 
Fall 2022 Departmental Final Exam
Spring 2022 Departmental Final Exam
Prerequisite(s): A grade of C or above in MTH 1321.
Integral calculus of a single variable, differential equations, power series, and complex numbers.

Department of Mathematics

Sid Richardson Building
1410 S.4th Street
Waco, TX 76706

math@baylor.edu
(254) 710-3562
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Baylor BU Mathematics Undergraduate Program Course Descriptions 1000 Level
  • Info
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    Back
    • Ralph and Jean Storm
  • Conferences
    Back
    • Recent Advances in Harmonic Analysis and Partial Differential Equations
    • Past Conferences
      Back
      • Brazos Analysis Seminar
      • SIAM Conference
      • WAECO workshop
      • 2024 Texas Differential Equations Conference
      • November 2023 Fritz Fest
      • October 2023 Brazos Analysis Seminar
      • May 2022 Baylor Analysis Fest
        Back
        • Baylor Analysis Fest Conference Schedule
        • Baylor Analysis Fest Participants
      • April 2022 Partial Differential Equations Conference
  • Events
  • Talks
    Back
    • Dr. Edward Burger - Public Lecture
    • Baylor Lecture Series in Mathematics
      Back
      • 2022-2023 Baylor Lecture Series in Mathematics
      • 2019-2020 Baylor Lecture Series in Mathematics
      • 2018-2019 Baylor Lecture Series in Mathematics
      • 2017-2018 Baylor Lecture Series in Mathematics
      • 2016-2017 Baylor Lecture Series in Mathematics
      • 2015-2016 Baylor Lecture Series in Mathematics
      • 2014-2015 Baylor Lecture Series in Mathematics
      • 2013-2014 Baylor Lecture Series in Mathematics
      • 2011-2012 Baylor Lecture Series in Mathematics
      • 2010-2011 Baylor Lecture Series in Mathematics
      • 2009-2010 Baylor Lecture Series in Mathematics
      • 2008-2009 Baylor Lecture Series in Mathematics
      • 2007-2008 Baylor Lecture Series in Mathematics
    • Baylor Undergraduate Lecture Series in Mathematics
      Back
      • 2023-2024 Baylor Undergraduate Lecture Series in Mathematics
      • 2019-2020 Baylor Undergraduate Lecture Series in Mathematics
      • 2018-2019 Baylor Undergraduate Lecture Series in Mathematics
      • 2017-2018 Baylor Undergraduate Lecture Series in Mathematics
      • 2016-2017 Baylor Undergraduate Lecture Series in Mathematics
      • 2015-2016 Baylor Undergraduate Lecture Series in Mathematics
      • 2014-2015 Baylor Undergraduate Lecture Series in Mathematics
      • 2013-2014 Baylor Undergraduate Lecture Series in Mathematics
      • 2012-2013 Baylor Undergraduate Lecture Series in Mathematics
      • 2011-2012 Baylor Undergraduate Lecture Series
      • 2010-2011 Baylor Undergraduate Lecture Series
      • 2009-2010 Baylor Undergraduate Lecture Series
      • 2008-2009 Baylor Undergraduate Lecture Series
    • Colloquia
    • Life Experiences in Mathematics Series
      Back
      • 2009-2010 Life Experiences in Mathematics Lecture Series
      • 2010-2011 Life Experiences in Mathematics
      • 2011-2012 Life Experiences in Mathematics
      • 2012-2013 - Life Experiences in Mathematics
      • 2013-2014 Life Experiences in Mathematics
      • 2014-2015 Life Experiences in Mathematics
      • 2015-2016 Life Experiences in Mathematics
    • Research Seminars
    • Solar Eclipse Related Talk
  • Undergraduate Program
    Back
    • Academic Resources
    • ALEKS Placement Exam
      Back
      • ALEKS Summer/Fall 2025
      • ALEKS Summer/Fall 2025 (ADA)
    • Apply Now
    • AWM - Baylor Chapter
    • Course Descriptions
      Back
      • 1000 Level
      • 2000 Level
      • 3000 Level
      • 4000 Level
      • Statistics Courses
      • Baylor Course Listings
    • Major in Mathematics!
    • Majors
      Back
      • B.S. in Mathematics
      • B.S. in Applied Mathematics
      • B.A. in Mathematics
      • B. A. in Mathematics with Mathematics Education Concentration
      • B.S. in Mathematics with Mathematics Education Concentration
      • Mathematics Minor
      • Secondary Major in Mathematics
    • Math Careers & Opportunities
    • Math Lab and Tutors
    • Math Videos
    • Mathematics Scholarships
      Back
      • Scholarship Form
    • Studying Tips
    • Transfer Policy
    • Undergraduate Advising
    • Undergraduate FAQs
    • Undergraduate Research
    • Baylor Math Circle
  • Graduate Program
    Back
    • Apply to Our Programs
    • AWM - Baylor Chapter
    • Course Descriptions
      Back
      • 4000 Level - Electives
      • 5000 Level - Core
      • 5000 Level - Electives
      • 6000 Level - Electives
    • Former Ph.D. Students
    • Graduate Advising
    • Graduate Faculty
    • Graduate FAQs
    • Graduate Student Information (restricted access)
    • Guidelines for Doctoral Students
    • Multimedia Resources
    • Ph.D. Degree
    • Previous Qualifying Examinations
    • Teaching Opportunities
    • Why Come to Baylor?
  • Research
    Back
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    • Analysis
    • Differential Equations
    • Logic
    • Mathematical Physics
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    • Topology
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