 # Math and Logic Online Courses for WFU Students

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This College Algebra course will cover fundamental concepts of algebra required to interpret a variety of functions and equations. Topics within this course include: linear, quadratic, polynomial, rational, exponential, inverse functions and their graphs, linear inequalities, and linear systems...
How do electrical engineers find out all the currents and voltages in a network of connected components? How do civil engineers calculate the materials necessary to construct a curved dome over a new sports arena? How do space flight engineers launch an exploratory probe? If questions like these...
This course is part of Global Freshman Academy (GFA), which means you can earn transferable ASU credit toward your college degree. In this college-level Precalculus course, you will prepare for calculus by focusing on quantitative reasoning and functions. You’ll develop the skills to describe t...
How do you design: A boat that doesn’t tip over as it bobs in the water? The suspension system of a car for a smooth ride? Circuits that tune to the correct frequencies in a cell phone? How do you model: The growth of antibiotic resistant bacteria? Gene expression? Online purchasing trends? T...
This College Algebra course will cover fundamental concepts of algebra required to interpret a variety of functions and equations. Topics within this course include: linear, quadratic, polynomial, rational, exponential, inverse functions and their graphs, linear inequalities, and linear systems...
Mathematics has been playing an important role in data analysis from the very beginning; for example, Fourier analysis is one of the main tools in the analysis of image and signal data. This course is to introduce some mathematical methods for data analysis. It will cover mathematical...
How did Newton describe the orbits of the planets? To do this, he created calculus. But he used a different coordinate system more appropriate for planetary motion. We will learn to shift our perspective to do calculus with parameterized curves and polar coordinates. And then we will dive deep...
In the first part of this course you will explore methods to compute an approximate solution to an inconsistent system of equations that have no solutions. Our overall approach is to center our algorithms on the concept of distance. To this end, you will first tackle the ideas of distance and...
How long should the handle of your spoon be so that your fingers do not burn while mixing chocolate fondue? Can you find a shape that has finite volume, but infinite surface area? How does the weight of the rider change the trajectory of a zip line ride? These and many other questions can be...
How does the final velocity on a zip line change when the starting point is raised or lowered by a matter of centimeters? What is the accuracy of a GPS position measurement? How fast should an airplane travel to minimize fuel consumption? The answers to all of these questions involve the...
This course is about the Laplace Transform, a single very powerful tool for understanding the behavior of a wide range of mechanical and electrical systems: from helicopters to skyscrapers, from light bulbs to cell phones. This tool captures the behavior of the system and displays it in highly...
In this course, we go beyond the calculus textbook, working with practitioners in social, life and physical sciences to understand how calculus and mathematical models play a role in their work. Through a series of case studies, you’ll learn: How standardized test makers use functions to a...
Las ecuaciones diferenciales son parte fundamental del estudio tanto de la matemática como de la ingeniería y la ciencia en general. Muchas leyes y fenómenos físicos pueden ser descritos mediante ellas. En otras palabras, el estudio de estos fenómenos requiere de la creación de un modelo matem...
La Probabilidad es la rama de las matemáticas que estudia la incertidumbre. Entre otras cosas, busca desarrollar herramientas matemáticas que ayuden al ser humano a analizar y a tomar decisiones frente a situaciones inciertas. De igual manera, la estadística es una disciplina que utiliza te...
Differential equations are the mathematical language we use to describe the world around us. Most phenomena can be modeled not by single differential equations, but by systems of interacting differential equations. These systems may consist of many equations. In this course, we will learn how to...
Matrix Algebra underlies many of the current tools for experimental design and the analysis of high-dimensional data. In this introductory online course in data analysis, we will use matrix algebra to represent the linear models that commonly used to model differences between experimental units...
Systems of equations live at the heart of linear algebra. In this course you will explore fundamental concepts by exploring definitions and theorems that give a basis for this subject. At the start of this course we introduce systems of linear equations and a systematic method for solving them...
Este curso está concebido como una preparación mínima necesaria para los primeros cursos de ingeniería y otros estudios en los que se imparten matemáticas. En él trabajaremos: El concepto de conjunto y sus operaciones La notación matemática elemental Los diferentes tipos de números: naturale...
Linear algebra is at the core of all of modern mathematics, and is used everywhere from statistics and data science, to economics, physics and electrical engineering. However, learning the subject is not principally about acquiring computational ability, but is more a matter of fluency in its...
Une suite de nombres réels est une fonction f:N→R . Il est habituel d'écrire an:=f(n) pour la valeur de f en n. Par exemple, on pourrait définir une suite f(n):=an:=12n, c'est-à-dire a0=1,a1=12,a2=14,a3=18,... . Le concept central est celui de la limite d'une suite : c'est un nombre réel auquel...

## Math and Logic Online Courses for WFU Students

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