Mathematics (BS)
The bachelor of science in mathematics is our most flexible curriculum. The mathematics and science requirements in the program along with the General Education Program in the humanities and social sciences ensure that graduates receive a broad education with a technical slant. At the same time, the large number of elective choices within the program makes it an appropriate curriculum for students with a variety of interests and career goals. Students can easily pair out a mathematics degree with another major (e.g. Statistics, Physics, Engineering, Math Educations, Economics, etc).
Undergraduate opportunities include:
- Budapest Semester in Mathematics泭
- Society for Undergraduate Mathematics (SUM) Series - undergraduate presentations
- Society for Undergraduate Mathematics (SUM) CLUB
- Association for Women in Mathematics (AWM) NCSU Chapter
- Undergrads Union Grads (UUG)- mentoring program
- NC State Research Experiences for Undergraduates in Mathematics (DRUM)
For more information about this program visit our .
Contact
Department of Mathematics
North Carolina State 腦瞳排桴
Campus Box 8205
Raleigh, NC 27695
Dr. Alina Duca
Teaching Professor and Director of Undergraduate Programs in Mathematics
SAS Hall 2108B
919.515.1875
anduca@ncsu.edu
Plan Requirements
| Code | Title | Hours |
|---|---|---|
| Orientation (Verify Requirement) 1 | ||
| 唬倏釦泭100 | Science of Change | 0 |
| 棗娶泭楚泭115 | Introduction to Computing Environments | |
| Communications and Advanced Writing | ||
| 楚捧勞泭101 | Academic Writing and Research | 4 |
| Select one of the following Communications courses (Verify Requirement): * | 0 | |
| Public Speaking | ||
| Interpersonal Communication | ||
| Argumentation and Advocacy | ||
| Science Communication and Public Engagement | ||
| Select one of the following Advanced Writing courses: | 3 | |
| Communication for Engineering and Technology | ||
| Communication for Business and Management | ||
| Communication for Science and Research | ||
| Analysis of Scientific and Technical Writing | ||
| Basic Mathematics | ||
| 紼插泭141 | Calculus I 2, 5 | 4 |
| 紼插泭241 | Calculus II 2, 5 | 4 |
| 紼插泭242 | Calculus III 5 | 4 |
| 紼插泭225 | Foundations of Advanced Mathematics 5 | 3 |
| 紼插泭305 | Introduction to Linear Algebra and Matrices 5 | 3 |
| 紼插泭341 | Applied Differential Equations I 5 | 3 |
| Basic Sciences 3 | ||
| Courses must be taken from two different disciplines | 8 | |
| Chemistry - A Molecular Science and General Chemistry Laboratory | ||
| General Chemistry I for Students in Chemical Sciences and General Chemistry Laboratory I for Students in Chemical Sciences | ||
| 腦瞳排桴 Physics I | ||
| Physics for Engineers and Scientists I | ||
| Introductory Biology: Ecology, Evolution, and Biodiversity | ||
| Introductory Biology: Cellular and Molecular Biology | ||
| Additional Basic Science | 4 | |
| Select one of the following Statistics courses: 3 | 3 | |
| Probability and Statistics for Engineers | ||
| Introduction to Probability and Distribution Theory | ||
| Introduction to Statistical Inference and Regression | ||
| Introduction to Mathematical Statistics I | ||
| Introduction to Mathematical Statistics II | ||
| Select one of the following introductory Programming courses: 3 | 3 | |
| Introduction to Computing and Data Science with AI - Python | ||
| Introduction to Computing-FORTRAN | ||
| Introduction to Computing - MATLAB | ||
| Statistical Programming | ||
| Introduction to Scientific Programming (Math) | ||
| Introduction to Computing - Java | ||
| Introduction to Scientific Computing | ||
| Computer-Based Modeling for Industrial Engineering | ||
| Advanced Mathematics 5, 6 | ||
| 紼插泭405 | Advanced Linear Algebra | 3 |
| Note: Students in the Math Honors Program or those planning to pursue the Accelerated Bachelors/Masters (ABM) degree program may be permitted to substitute 紼插泭520 in place of 紼插泭405. | ||
| 紼插泭407 | Introduction to Modern Algebra for Mathematics Majors | 3 |
| 紼插泭425 | Mathematical Analysis I | 3 |
| Math Electives 2 | 18 | |
| Select one of the following three options for the Major Paper Requirement | 1 | |
| Major Paper in Mathematics | ||
| Reading in Honors Mathematics | ||
| Independent Research in Mathematics | ||
| In-Depth Co-Requiremenmt (Verify Requirement) | ||
| Major Electives | ||
| Science/Engineering/Business/Statistics Electives | 12 | |
Students are advised to utilize their Major and Free Electives credits to explore a minor or a second major. Please be aware that several courses listed as Major Electives may have prerequisites or specific restrictions. | ||
Science/Engineering/Business/Statistics courses must be selected from the following list: 詁插楚泭200, 詁插楚啦泭200, BCH 300, 詁梆倏泭181, BMA ***, BME ***, BBS ***, 詁梆啦泭200, BUS 300, CE ***, 唬晨泭101, 唬晨泭102, 唬晨泭103, 唬晨泭104 , 唬晨泭201, CHE ***, 唬釦唬泭111, DSC ***, 楚泭304 , EC ***, 楚唬楚泭200, 楚唬梆泭305, 楚唬梆泭416, 楚紼釦泭470, 楚紼釦泭480, 楚紼釦泭490, ENT 300, 楚釦泭200, FIM ***, FS ***, FW ***, GN ***, GIS ***, ISE ***, LOG 400, MA 300, MAE ***, MB ***, 紼楚插泭130, MES ***, MSE ***, NE ***, NTR 300, OR ***, PSE 300, PY 200, 捩詁泭220, 釦啦泭114 , TOX 4**, ZO 250. Note: The following courses cant be used as major electives: 唬釦唬泭226 楚唬楚泭220 | ||
| GEP Courses | ||
| GEP Humanities | 6 | |
| GEP Social Sciences | 6 | |
| GEP Health and Exercise Studies | 2 | |
| GEP Interdisciplinary Perspectives | 5 | |
| GEP Elective | 3 | |
| GEP Global Knowledge (verify requirement) | ||
| GEP Foundations of American Democracy (verify requirement) | ||
| World Language Proficiency (verify requirement) | ||
| Free Electives (Max 12 Hr S/U) | 12 | |
Students are encouraged to use Free Electives credits to pursue a minor or second major. Free electives courses cannot be 唬晨泭100, 唬晨泭111, 唬釦唬泭226, 楚唬楚泭220, 紼插泭101, 紼插泭107, 紼插泭108, 紼插泭111, 紼插泭121, 紼插泭131, 紼插泭231, 捩喊泭131, 捩喊泭211, 捩喊泭212, 楚捧勞泭100. 100-level World Language Courses (WL*) can be used if not satisfying the language proficiency requirement. | ||
| Total Hours | 120 | |
- *
Minimum 2.0 major (math) GPA required for graduation.
- 1
The Orientation and Communication verify requirements are satisfied by some General Education Program courses which could potentially double count.
- 2
紼插泭141 Calculus I and 紼插泭241 Calculus II must be completed with a grade of C or better.
- 3
At most one grade below a C- is permitted in Basic Science Electives (CH, PY, BIO). The Statistics and programming requirements must be satisfied with a letter grade of C- or better.
- 4
Students are strongly encouraged to complete a two-course sequence in Statistics.泭 The preferred statistics sequence is 釦啦泭371 followed by 釦啦泭372, in which case 釦啦泭372 can be used as a Science/Engineering/Bus/Stat elective. Alternatives include: (紼插泭421 and 釦啦泭422) or (釦啦泭421 and 釦啦泭422). If MA 421 is taken as an advanced math elective then ST 422 will satisfy the ST requirement. If 釦啦泭421 is taken as ST elective then 釦啦泭422 can be used as a泭 Science/Engineering/Bus/Stat elective. 釦啦泭370 will be accepted only for students transferring into the Mathematics major having already taken 釦啦泭370.
- 5
At most one letter grade of D +/- is permitted in Math Elective courses. No grades of D +/- are permitted in required math courses (紼插泭141, 紼插泭241, 紼插泭242, 紼插泭225, 紼插泭305, 紼插泭341, 紼插泭405, 紼插泭407, 紼插泭425).
- 6
No more than 6 total credits each from undergraduate research (紼插泭491 Reading in Honors Mathematics), independent study (紼插泭499 Independent Research in Mathematics), or credit by examination may be used to meet program requirements (credit from AP exams or transfer credits is not included under this restriction). Also, students must complete at least one-half of the required mathematics credit hours (21) at NC State 腦瞳排桴.
泭Additional Basic Science
| Code | Title | Hours |
|---|---|---|
| BIO泭105 | Biology in the Modern World | 3 |
| BIO泭106 | Biology in the Modern World Laboratory | 1 |
| 詁梆倏泭181 | Introductory Biology: Ecology, Evolution, and Biodiversity | 4 |
| 詁梆倏泭183 | Introductory Biology: Cellular and Molecular Biology | 4 |
| 詁梆啦泭200 | Early Research in Biotechnology | 4 |
| 唬晨泭101 | Chemistry - A Molecular Science | 3 |
| 唬晨泭102 | General Chemistry Laboratory | 1 |
| 唬晨泭103 | General Chemistry I for Students in Chemical Sciences | 3 |
| 唬晨泭104 | General Chemistry Laboratory I for Students in Chemical Sciences | 1 |
| 唬晨泭201 | Chemistry - A Quantitative Science | 3 |
| CH泭202 | Quantitative Chemistry Laboratory | 1 |
| CH泭203 | General Chemistry II for Students in Chemical Sciences | 3 |
| CH泭204 | General Chemistry Laboratory II for Students in Chemical Sciences | 1 |
| MEA泭101 | Geology I: Physical | 3 |
| MEA泭110 | Geology I Laboratory | 1 |
| 紼楚插泭130 | Introduction to Weather and Climate | 3 |
| MEA泭135 | Introduction to Weather and Climate Laboratory | 1 |
| MEA泭150 | Environmental Issues in Water Resources | 4 |
| MEA泭210 | Oceanography Lab | 1 |
| MEA泭211 | Geology II Laboratory | 1 |
| NE泭290 | Introduction to Health Physics | 3 |
| NE泭291 | Introduction to Health Physics Laboratory | 1 |
| PB泭200 | Plant Life | 4 |
| 捩喊泭131 | Conceptual Physics | 4 |
| 捩喊泭205 | Physics for Engineers and Scientists I | 4 |
| PY泭208 | Physics for Engineers and Scientists II | 4 |
| 捩喊泭211 | College Physics I | 4 |
| 捩喊泭212 | College Physics II | 4 |
| SSC泭200 | Soil Science | 3 |
| SSC泭201 | Soil Science Laboratory | 1 |
泭Math Electives
| Code | Title | Hours |
|---|---|---|
| MA泭325 | Introduction to Applied Mathematics | 3 |
| MA泭326 | Mathematical Foundations of Data Science I | 3 |
| MA泭335 | Symbolic Logic | 3 |
| LOG泭335 | Symbolic Logic | 3 |
| 紼插泭341 | Applied Differential Equations I | 3 |
| MA泭351 | Introduction to Discrete Mathematical Models | 3 |
| MA泭401 | Applied Differential Equations II | 3 |
| MA泭402 | Mathematics of Scientific Computing | 3 |
| MA泭408 | Foundations of Euclidean Geometry | 3 |
| MA泭410 | Theory of Numbers | 3 |
| MA泭412 | Long-Term Actuarial Models | 3 |
| ST泭412 | Long-Term Actuarial Models | 3 |
| MA泭413 | Short-Term Actuarial Models | 3 |
| ST泭413 | Short-Term Actuarial Models | 3 |
| MA泭414 | Foundations of Cryptography | 3 |
| CSC泭414 | Foundations of Cryptography | 3 |
| MA泭416 | Introduction to Combinatorics | 3 |
| CSC泭416 | Introduction to Combinatorics | 3 |
| 紼插泭421 | Introduction to Probability | 3 |
| MA泭426 | Mathematical Analysis II | 3 |
| MA泭427 | Introduction to Numerical Analysis I | 3 |
| CSC泭427 | Introduction to Numerical Analysis I | 3 |
| MA泭428 | Introduction to Numerical Analysis II | 3 |
| CSC泭428 | Introduction to Numerical Analysis II | 3 |
| MA泭432 | Mathematical Models in Life Sciences | 3 |
| MA泭437 | Applications of Algebra | 3 |
| MA泭450 | Methods of Applied Mathematics I | 3 |
| MA泭451 | Methods of Applied Mathematics II | 3 |
| 紼插泭491 | Reading in Honors Mathematics | 1-3 |
| MA泭501 | Advanced Mathematics for Engineers and Scientists I | 3 |
| MA泭504 | Introduction to Mathematical Programming | 3 |
| OR泭504 | Introduction to Mathematical Programming | 3 |
| MA泭505 | Linear Programming | 3 |
| ISE泭505 | Linear Programming | 3 |
| OR泭505 | Linear Programming | 3 |
| MA泭513 | Introduction To Complex Variables | 3 |
| MA泭512 | Introduction to Analysis | 3 |
| MA泭514 | Foundations of Cryptography | 3 |
| CSC泭514 | Foundations of Cryptography | 3 |
| MA泭515 | Analysis I | 3 |
| MA泭518 | Geometry of Curves and Surfaces | 3 |
| 紼插泭520 | Linear Algebra | 3 |
| MA泭521 | Abstract Algebra I | 3 |
| MA泭522 | Computer Algebra | 3 |
| MA泭523 | Linear Transformations and Matrix Theory | 3 |
| MA泭524 | Combinatorics I | 3 |
| MA泭528 | Options and Derivatives Pricing | 3 |
| FIM泭528 | Options and Derivatives Pricing | 3 |
| ECG泭528 | Options and Derivatives Pricing | 3 |
| MBA泭528 | Options and Derivatives Pricing | 3 |
| MA泭531 | Dynamic Systems and Multivariable Control I | 3 |
| E泭531 | Dynamic Systems and Multivariable Control I | 3 |
| OR泭531 | Dynamic Systems and Multivariable Control I | 3 |
| MA泭532 | Ordinary Differential Equations I | 3 |
| MA泭534 | Introduction To Partial Differential Equations | 3 |
| MA泭537 | Nonlinear Dynamics and Chaos | 3 |
| MA泭540 | Uncertainty Quantification for Physical and Biological Models | 3 |
| MA泭544 | Computer Experiments In Mathematical Probability | 3 |
| MA泭546 | Probability and Stochastic Processes I | 3 |
| ST泭546 | Probability and Stochastic Processes I | 3 |
| MA泭547 | Stochastic Calculus for Finance | 3 |
| MA泭548 | Monte Carlo Methods for Financial Math | 3 |
| FIM泭548 | Monte Carlo Methods for Financial Math | 3 |
| MA泭549 | Financial Risk Analysis | 3 |
| FIM泭549 | Financial Risk Analysis | 3 |
| MA泭551 | Introduction to Topology | 3 |
| MA泭555 | Introduction to Manifold Theory | 3 |
| MA泭561 | Set Theory and Foundations Of Mathematics | 3 |
| MA泭565 | Graph Theory | 3 |
| CSC泭565 | Graph Theory | 3 |
| OR泭565 | Graph Theory | 3 |
| MA泭573 | Mathematical Modeling of Physical and Biological Processes I | 3 |
| BMA泭573 | Mathematical Modeling of Physical and Biological Processes I | 3 |
| MA泭574 | Mathematical Modeling of Physical and Biological Processes II | 3 |
| BMA泭574 | Mathematical Modeling of Physical and Biological Processes II | 3 |
| MA泭580 | Numerical Analysis II | 3 |
| CSC泭580 | Numerical Analysis II | 3 |
| MA泭583 | Introduction to Parallel Computing | 3 |
| CSC泭583 | Introduction to Parallel Computing | 3 |
| MA泭584 | Numerical Solution of Partial Differential Equations--Finite Difference Methods | 3 |
| MA泭587 | Numerical Solution of Partial Differential Equations--Finite Element Method | 3 |
| MA泭591 | Special Topics | 1-6 |
In-Depth Co-Req (Verify Requirement)
| Code | Title | Hours |
|---|---|---|
| MA泭325 &硃鳥梯;泭紼插泭341 | Introduction to Applied Mathematics and Applied Differential Equations I | 0 |
| MA泭326 &硃鳥梯;泭MA泭402 | Mathematical Foundations of Data Science I and Mathematics of Scientific Computing | 0 |
| 紼插泭341 &硃鳥梯;泭MA泭401 | Applied Differential Equations I and Applied Differential Equations II | 0 |
| 棗娶泭MA泭501 | Advanced Mathematics for Engineers and Scientists I | |
| 紼插泭341 &硃鳥梯;泭MA泭432 | Applied Differential Equations I and Mathematical Models in Life Sciences | 0 |
| MA泭401 &硃鳥梯;泭MA泭450 | Applied Differential Equations II and Methods of Applied Mathematics I | 0 |
| 棗娶泭MA泭451 | Methods of Applied Mathematics II | |
| 紼插泭407 &硃鳥梯;泭MA泭437 | Introduction to Modern Algebra for Mathematics Majors and Applications of Algebra | 0 |
| 棗娶泭MA泭521 | Abstract Algebra I | |
| 紼插泭405 &硃鳥梯;泭紼插泭520 | Advanced Linear Algebra and Linear Algebra | 0 |
| 棗娶泭MA泭523 | Linear Transformations and Matrix Theory | |
| 紼插泭407 &硃鳥梯;泭MA泭414 | Introduction to Modern Algebra for Mathematics Majors and Foundations of Cryptography | 0 |
| 棗娶泭CSC泭414 | Foundations of Cryptography | |
| 紼插泭407 &硃鳥梯;泭MA泭521 | Introduction to Modern Algebra for Mathematics Majors and Abstract Algebra I | 0 |
| 紼插泭407 &硃鳥梯;泭MA泭514 | Introduction to Modern Algebra for Mathematics Majors and Foundations of Cryptography | 0 |
| 棗娶泭CSC泭514 | Foundations of Cryptography | |
| MA泭408 &硃鳥梯;泭MA泭518 | Foundations of Euclidean Geometry and Geometry of Curves and Surfaces | 0 |
| MA泭410 &硃鳥梯;泭MA泭416 | Theory of Numbers and Introduction to Combinatorics | 0 |
| MA泭412 &硃鳥梯;泭MA泭413 | Long-Term Actuarial Models and Short-Term Actuarial Models | 0 |
| MA泭416 &硃鳥梯;泭MA泭524 | Introduction to Combinatorics and Combinatorics I | 0 |
| 紼插泭421 &硃鳥梯;泭MA泭412 | Introduction to Probability and Long-Term Actuarial Models | 0 |
| 棗娶泭MA泭413 | Short-Term Actuarial Models | |
| 紼插泭425 &硃鳥梯;泭MA泭426 | Mathematical Analysis I and Mathematical Analysis II | 0 |
| 棗娶泭MA泭512 | Introduction to Analysis | |
| 紼插泭425 &硃鳥梯;泭MA泭513 | Mathematical Analysis I and Introduction To Complex Variables | 0 |
| 棗娶泭MA泭515 | Analysis I | |
| MA泭427 &硃鳥梯;泭MA泭428 | Introduction to Numerical Analysis I and Introduction to Numerical Analysis II | 0 |
| MA泭450 &硃鳥梯;泭MA泭451 | Methods of Applied Mathematics I and Methods of Applied Mathematics II | 0 |
| MA泭515 &硃鳥梯;泭MA泭551 | Analysis I and Introduction to Topology | 0 |
| MA泭532 &硃鳥梯;泭MA泭534 | Ordinary Differential Equations I and Introduction To Partial Differential Equations | 0 |
| MA泭546 &硃鳥梯;泭MA泭547 | Probability and Stochastic Processes I and Stochastic Calculus for Finance | 0 |
| MA泭548 &硃鳥梯;泭MA泭549 | Monte Carlo Methods for Financial Math and Financial Risk Analysis | 0 |
| MA泭573 &硃鳥梯;泭MA泭574 | Mathematical Modeling of Physical and Biological Processes I and Mathematical Modeling of Physical and Biological Processes II | 0 |
| MA泭580 &硃鳥梯;泭MA泭583 | Numerical Analysis II and Introduction to Parallel Computing | 0 |
| MA泭584 &硃鳥梯;泭MA泭587 | Numerical Solution of Partial Differential Equations--Finite Difference Methods and Numerical Solution of Partial Differential Equations--Finite Element Method | 0 |
Semester Sequence
This is a sample.
| First Year | ||
|---|---|---|
| Fall Semester | Hours | |
| 紼插泭141 | Calculus I 2 | 4 |
| 楚捧勞泭101 | Academic Writing and Research | 4 |
| 唬倏釦泭100 | Science of Change 1 | 2 |
| GEP Requirement | 3 | |
| GEP Health and Exercise Studies | 1 | |
| 泭 | Hours | 14 |
| Spring Semester | ||
| 紼插泭241 | Calculus II 2 | 4 |
| 唬晨泭101 | Chemistry - A Molecular Science | 3 |
| 唬晨泭102 | General Chemistry Laboratory | 1 |
| Introduction to Programming Elective 3 | 3 | |
| 唬倏紼泭289 | Science Communication and Public Engagement 1 | 3 |
| 泭 | Hours | 14 |
| Second Year | ||
| Fall Semester | ||
| 紼插泭242 | Calculus III 5 | 4 |
| 紼插泭225 | Foundations of Advanced Mathematics 5 | 3 |
| 捩喊泭205 | Physics for Engineers and Scientists I 3 | 4 |
| GEP Health and Exercise Studies | 1 | |
| GEP Requirement | 3 | |
| 泭 | Hours | 15 |
| Spring Semester | ||
| 紼插泭305 | Introduction to Linear Algebra and Matrices 5 | 3 |
| 紼插泭341 | Applied Differential Equations I 5 | 3 |
| 釦啦泭371 | Introduction to Probability and Distribution Theory 3, 4 | 3 |
| Science/Engineering/ Business/Statistics Elective | 3 | |
| Free Elective | 3 | |
| 泭 | Hours | 15 |
| Third Year | ||
| Fall Semester | ||
| 紼插泭405 | Advanced Linear Algebra 5 | 3 |
| Advanced Mathematics Elective 5 | 3 | |
| Advanced Writing Elective | 3 | |
| PY泭208 | Physics for Engineers and Scientists II 3 | 4 |
| GEP Requirement | 3 | |
| 泭 | Hours | 16 |
| Spring Semester | ||
| 紼插泭425 | Mathematical Analysis I 5 | 3 |
| Science/Engineering/ Business/Statistics Elective | 3 | |
| Advanced Mathematics Elective 5 | 3 | |
| Free Elective | 3 | |
| GEP Requirement | 3 | |
| 泭 | Hours | 15 |
| Fourth Year | ||
| Fall Semester | ||
| Select one of the following: 5 | 3 | |
| Mathematical Analysis II | ||
| Advanced Mathematics Elective 5, 6 | 3 | |
| 紼插泭494 | Major Paper in Mathematics | 1 |
| Science/Engineering/ Business/Statistics Elective | 3 | |
| Free Elective | 3 | |
| GEP Requirement | 3 | |
| 泭 | Hours | 16 |
| Spring Semester | ||
| 紼插泭407 | Introduction to Modern Algebra for Mathematics Majors 5 | 3 |
| Advanced Mathematics Elective1 5, 6 | 6 | |
| Science/Engineering/ Business/Statistics Elective | 3 | |
| Free Electives | 3 | |
| 泭 | Hours | 15 |
| 泭 | Total Hours | 120 |
- *
Minimum 2.0 major (math) GPA required for graduation.
- 1
The Orientation and Communication verify requirements are satisfied by some General Education Program courses which could potentially double count.
- 2
MA 141 and MA 241 must be completed with a grade of C or better.
- 3
At most one grade below a C- is permitted in Basic Science Electives (CH, PY, BIO). The Statistics and programming requirements must be satisfied with a letter grade of C- or better.
- 4
Students are strongly encouraged to complete a two-course sequence in Statistics.泭 The preferred statistics sequence is ST 371 followed by ST 372, in which case ST 372 can be used as a Science/Engineering/Bus/Stat elective. Alternatives include: (MA 421 and ST 422) or (ST 421 and ST 422). If MA 421 is taken as an advanced math elective then ST 422 will satisfy the ST requirement. If ST421 is taken as ST elective then ST 422 can be used as a泭 Science/Engineering/Bus/Stat elective. ST 370 will be accepted only for students transferring into the Mathematics major having already taken ST 370.
- 5
At most one letter grade of D +/- is permitted in Math Elective courses. No grades of D +/- are permitted in required math courses (MA141, MA241, MA242, MA225, MA305, MA341, MA405, MA407, MA425).
- 6
No more than 6 total credits each from undergraduate research (MA 491), independent study (MA 499), or credit by examination may be used to meet program requirements (credit from AP exams or transfer credits is not included under this restriction). Also, students must complete at least one-half of the required mathematics credit hours (21) at NC State 腦瞳排桴.
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