Component overview
The Class Listing Component uses a .xml file to generate a listing of classes by term, student type, and subject.
- Used to display data. Classing Listing components can be used to display data regarding classes exported from PeopleSoft.
- Class Listings use .xml files. Your data will need to be in a .xml format and matching the defined model structure in the source code. Any changes to names must also be made in the source code.
- Consider the complexity of your data. Class Listing components are responsive, but as screen sizes get smaller, tables with many columns become harder for users to read. Consider limiting the number of columns in your tabular data.
- Class Listings: The Class Listing component presents class information in an accessible tabular format which utilizes the FooTable Plugin to create responsive and collapasble tables.
For Class Listings: CLIST: UNIT NAME - Purpose.
- Example: CLIST: NEVADAONLINE - Online Classes
Example #1
Example Class Listing Component utilizing an external file.
Online Class Listings
The 推荐杏吧原创 offers a variety of online classes during the spring, summer, and fall terms.
Need help finding a class?
Use the options below to further refine your search
Class List Results
MATH 120 - Fund College Math
Sets, logic; probability, statistics; consumer mathematics; variation; geometry and trigonometry for measurement; linear, quadratic, exponential and logarithmic functions. Emphasis on problem solving and applications. (Credit may not be received for MATH 120 if credit has already been awarded for MATH 127 or above. This course satisfies the University Core Mathematics requirement.)
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26503 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Randy Ringstad |
MATH 126 - Precalculus I
Fundamentals of algebra; polynomial, rational, exponential, and logarithmic functions, their graphs, and applications; complex numbers; absolute value and quadratic inequalities; systems of equations, matrices, determinants. (Credit may not be received for MATH 126 if credit has already been awarded for MATH 128. This course satisfies the University Core Mathematics requirement).
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26413 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Paige Hernandez |
MATH 127 - Precalculus II
Trigonometric functions, identities and equations; conic sections; complex numbers; polar coordinates, vectors; systems of equations, Matrix algebra and more. (Credit may not be received for MATH 127 if credit has already been awarded for MATH 128.) This course satisfies the University Core Mathematics requirement).
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26678 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Birant Ramazan |
MATH 176 - Calculus for Business
Fundamental ideas of analytic geometry and calculus, plane coordinates, graphs, functions, limits, derivatives, integrals, the fundamental theorem of calculus, rates, extrema and applications thereof. (This course satisfies the University Core Mathematics requirement. Credit may not be received for Math 176 if credit has already been awarded for MATH 181 or above.)
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26571 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Amit Saini |
MATH 181 - Calculus I
Fundamental concepts of analytic geometry and calculus; functions, graphs, limits, derivatives and integrals. (This course satisfies the University Core Mathematics requirement.)
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26679 | 4 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Charlotte Hisaka |
MATH 182 - Calculus II
Methods of integration. Sequences and series, power series.
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26680 | 4 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Charlie Nazemian |
MATH 283 - Calculus III
Continuation of MATH 182; vectors, partial and directional derivatives, optimization problems, multiple integrals, parametric curves, vector fields, line integrals, surface integrals, and the theorems of Gauss, Green and Stokes.
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26621 | 4 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Tynan Kelly |
MATH 285 - Differential Equations
Theory and solving techniques for: constant and variable coefficient linear equations, a variety of non-linear equations. Emphasis on those differential equations arising from real-world phenomena.
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26681 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Jeff Mortensen |
MATH 330 - Linear Algebra
Vector analysis continued; abstract vector spaces; bases, inner products; projections; orthogonal complements, least squares; linear maps, structure theorems; elementary spectral theory; applications.
| Term | Type | Class Number | Credits | Start Date | End Date | Instruction Mode | Instructor |
|---|---|---|---|---|---|---|---|
| 2025 Spring | Undergraduate | 26683 | 3 | 01/21/2025 | 05/06/2025 | Web Based (Asynchronous) | Pan Shun Lau |
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