Courses for Students

Filter By

Subject Area

School Level

Course Term

Course Type

NCAA Approved?

Algebra 1 (Competency-based)

This course covers one full year of high school Algebra 1 credit, using similar lesson content and assessments found in our standard Algebra 1A and 1B courses, but it employs three elements of a competency-based learning model. (1) It aligns assessments to relevant Michigan content standards for high school mathematics as well as to objective competency statements adopted by Michigan Virtual, permitting users to better realize the relationship between a given assessment and Michigan’s math standards. (2) It promotes learning for mastery, permitting multiple avenues and additional attempts at assessing competency, allowing students to show growth over time. For example, students will be assessed on most Algebra 1 competencies within the first half of the course and provided additional instruction and assessment opportunities on each competency in later units. On average, each competency will be assessed in six of the nine units of instruction. (3) It utilizes the Learning Outcomes features in our learning management system to report student performance on mathematical skill competencies as well as select Portrait of a Learner competencies, while also providing an overall score (a final percentage of total points earned in the course) for transcript purposes. This advanced reporting allows users to easily identify when students have mastered Michigan’s math standards. Students are encouraged to work with and at times meet with their instructor to set goals, remediate skill gaps, and repeat assessments to improve their performance before moving on in the course.

Algebra 1A

This course is the first in a two-course sequence. In the course, students will learn about algebraic concepts such as integers, linear equations, inequalities and factoring. As students work through each interactive lesson, they will have the opportunity to complete several self-check activities and journal entries. Ultimately, this course will assist students in developing fundamental algebraic skills that will allow them to use problem-solving strategies in real-world situations as well as using graphing technology to interpret, represent and communicate mathematical concepts.

Algebra 1B

This course is the second in a two-course sequence. In the course, students will learn about algebraic concepts such as integers, linear equations, inequalities and factoring. As students work through each interactive lesson, they will have the opportunity to complete several self-check activities and journal entries. Ultimately, this course will assist students in developing fundamental algebraic skills that will allow them to use problem-solving strategies in real-world situations as well as using graphing technology to interpret, represent and communicate mathematical concepts.

Algebra 2A

This course is the first semester of a full year of Algebra 2. This CCSS-aligned course further develops students’ understanding of algebraic functions and their applications. A major theme is the generalization of concepts and techniques from Algebra 1 and Geometry. Polynomial, exponential, logarithmic, rational and trigonometric functions are studied, and basic properties of complex numbers are introduced. Algebra 2A is the first semester in a two-semester course. In this semester, students will cover functions and polynomials, equations and inequalities, factoring and quadratics, conic sections, and radical and complex numbers.

Algebra 2B

This CCSS-aligned course further develops students’ understanding of algebraic functions and their applications. A major theme is the generalization of concepts and techniques from Algebra 1 and Geometry. Polynomial, exponential, logarithmic, rational and trigonometric functions are studied, and basic properties of complex numbers are introduced. Algebra 2B is the second semester in a two-semester course. In this semester, students will cover dividing and solving polynomials, rational expressions, exponential and logarithmic functions, sequences and series, and trigonometric functions, and probability and statistics.

AP Calculus AB (Sem 1)

This course is the first semester of a two-semester sequence. The course is aligned to the Advanced Placement curriculum for Calculus AB and covers calculus principles such as derivatives, integrals, limits, approximation, and applications and modeling. Students will gain experience in the use of calculus methods and learn how calculus methods may be applied to practical applications. Course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Calculus AB (Sem 1)

AP Calculus AB (Sem 1) is the first semester in a two-semester course sequence. It offers instruction in the areas of functions and limits, differential calculus, and integral calculus. The course applies differential calculus to finding the slope of a curve, solving problems with related rates, calculating motion properties of moving particles, etc. It then applies integral calculus to finding the areas of irregular regions in a plane, volumes of rotation by various methods, and other scientific applications. Finally, the course explores analytic geometry, series and convergence, as well as polynomial series and approximations. The above is accomplished using inquiry, real-life application, and technology emphases during the course. The purpose of this course is to provide students with a deep understanding of the concepts of calculus through developing mathematical knowledge conceptually, connecting topics and representations throughout the course, and solving diverse types of problems using various techniques and approaches. Having completed this course, students will be prepared for further post-secondary courses that require calculus, as well as for the AP exam. The course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Calculus AB (Sem 2)

This course is the second semester of a two-semester sequence. The course is aligned to the Advanced Placement curriculum for Calculus AB and covers calculus principles such as derivatives, integrals, limits, approximation, and applications and modeling. Students will gain experience in the use of calculus methods and learn how calculus methods may be applied to practical applications. Course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Calculus AB (Sem 2)

AP Calculus AB (Sem 2) is the second semester in a two-semester course sequence. It offers instruction in the areas of functions and limits, differential calculus, and integral calculus. The course applies differential calculus to finding the slope of a curve, solving problems with related rates, calculating motion properties of moving particles, etc. It then applies integral calculus to finding the areas of irregular regions in a plane, volumes of rotation by various methods, and other scientific applications. Finally, the course explores analytic geometry, series and convergence, as well as polynomial series and approximations. The above is accomplished using inquiry, real-life application, and technology emphases during the course. The purpose of this course is to provide students with a deep understanding of the concepts of calculus through developing mathematical knowledge conceptually, connecting topics and representations throughout the course, and solving diverse types of problems using various techniques and approaches. Having completed this course, students will be prepared for further post-secondary courses that require calculus, as well as for the AP exam. The course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Calculus BC (Sem 1)

This course is the first semester of a two-semester sequence. The course is aligned to the Advanced Placement curriculum for Calculus BC and covers calculus principles such as derivatives, integrals, limits, approximation, and applications and modeling. AP Calculus BC covers the same topics as AP Calculus AB plus additional ones. Students will gain experience in the use of calculus methods and learn how calculus methods may be applied to practical applications. Course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Calculus BC (Sem 2)

This course is the second semester of a two-semester sequence. The course is aligned to the Advanced Placement curriculum for Calculus BC and covers calculus principles such as derivatives, integrals, limits, approximation, and applications and modeling. AP Calculus BC covers the same topics as AP Calculus AB plus additional ones. Students will gain experience in the use of calculus methods and learn how calculus methods may be applied to practical applications. Course does not include the AP Exam; students can contact their school’s AP Coordinator or the College Board to sign up to take the Exam. In order to maintain the integrity of AP standards, all AP course midterm and final exams must be proctored.

AP Statistics (Sem 1)

This course offers a combination of assessment and instruction in an online environment containing but not limited to the areas of exploring data, sampling and experimentation by planning and conducting studies, anticipating patterns using probability and simulation, and using statistical inference to analyze data and draw conclusions. The purpose of this course is to provide students with a deep understanding of the concepts of statistics to prepare them for the AP Exam and for future higher education statistics courses.

AP Statistics (Sem 2)

This course offers a combination of assessment and instruction in an online environment containing but not limited to the areas of exploring data, sampling and experimentation by planning and conducting studies, anticipating patterns using probability and simulation, and using statistical inference to analyze data and draw conclusions. The purpose of this course is to provide students with a deep understanding of the concepts of statistics to prepare them for the AP Exam and for future higher education statistics courses.

Calculus A

This course, the first semester of a two-semester Calculus sequence, develops students’ understanding of derivatives and how they can be applied to functions modeling the relationship between two varying quantities.

Calculus B

This course, the second semester of a two-semester Calculus sequence, develops students’ understanding of integrals, and how they can be applied to functions modeling the relationship between two varying quantities.

Essentials Algebra 1A

Algebra I is the foundation—the skills acquired in this course contain the basic knowledge needed for all future high school math courses. The material covered in this course is important, but everyone can do it. Anyone can have a good time solving the hundreds of real-world problems algebra can help answer. Each module in this course is presented in a step-by-step way right on the computer screen. Hands-on labs make the numbers, graphs, and equations more real. The content in this course is tied to real world applications like sports, travel, business, and health. This course is designed to give students the skills and strategies to solve all kinds of mathematical problems. Students will also acquire the confidence needed to handle everything high school math has in store for them. Algebra I is a foundation course meant to give students basic knowledge needed for future high school math courses. This course is not NCAA eligible.

Essentials Algebra 1B

Algebra I is the foundation—the skills acquired in this course contain the basic knowledge needed for all future high school math courses. The material covered in this course is important, but everyone can do it. Anyone can have a good time solving the hundreds of real-world problems algebra can help answer. Each module in this course is presented in a step-by-step way right on the computer screen. Hands-on labs make the numbers, graphs, and equations more real. The content in this course is tied to real world applications like sports, travel, business, and health. This course is designed to give students the skills and strategies to solve all kinds of mathematical problems. Students will also acquire the confidence needed to handle everything high school math has in store for them. Algebra I is a foundation course meant to give students basic knowledge needed for future high school math courses. This course is not NCAA eligible.

Essentials Algebra 2A

This course allows students to learn while having fun. Interactive examples help guide students’ journeys through customized feedback and praise. Mathematical concepts are applied to everyday occurrences such as earthquakes, stadium seating, and purchasing movie tickets. Students investigate the effects of an equation on its graph through the use of technology. Students have opportunities to work with their peers on specific lessons. This course is not NCAA eligible.

Essentials Algebra 2B

This course allows students to learn while having fun. Interactive examples help guide students’ journeys through customized feedback and praise. Mathematical concepts are applied to everyday occurrences such as earthquakes, stadium seating, and purchasing movie tickets. Students investigate the effects of an equation on its graph through the use of technology. Students have opportunities to work with their peers on specific lessons. This course is not NCAA eligible.

Essentials Geometry A

Geometry is everywhere, not just in pyramids. Engineers use geometry to build highways and bridges. Artists use geometry to create perspective in their paintings, and mapmakers help travelers find things using the points located on a geometric grid. Throughout this course, students travel a mathematical highway illuminated by spatial relationships, reasoning, connections, and problem solving. This course is not NCAA eligible.

Essentials Geometry B

Geometry is everywhere, not just in pyramids. Engineers use geometry to build highways and bridges. Artists use geometry to create perspective in their paintings, and mapmakers help travelers find things using the points located on a geometric grid. Throughout this course, students travel a mathematical highway illuminated by spatial relationships, reasoning, connections, and problem solving.This course is not NCAA eligible.

Geometry A

This course addresses Common Core standards and is designed to cover Semester 1 of High School Geometry for students following the Traditional Pathway of Algebra I, Geometry, and Algebra II in that order. The course is generally taken during the second year of high school. Of the six Common Core units for High School Geometry, this course will cover Common Core Unit 1: Congruence, Proof, and Constructions and from Unit 2: Similarity, Proof and Trigonometry will cover Similarity and Proof.

Geometry B

This course addresses Common Core standards and is designed to cover Semester 2 of High School Geometry for students following the Traditional Pathway of Algebra I, Geometry, and Algebra II in that order. The course is generally taken during the second year of high school. Of the six Common Core units for High School Geometry, this course will cover Common Core Unit 3: Extending to Three Dimensions, Unit 4: Connecting Algebra and Geometry through Coordinates, and Unit 5: Circles With and Without Coordinates. Application of geometric concepts in modeling situations will be presented throughout the course.

Mathematics in the Workplace

This applied math skills course is designed to introduce students to the basic math skills required for employment in Michigan’s 6 Career Pathways. Students will refresh their basic math skills related to concepts such as quantity, money, time, measurement, proportions and percentages, and averages, and apply these skills to solve real-life, mathematical word problems. In addition, students will explore sample careers in each of the six Michigan Career Pathways and complete scenario-based, workplace problems. Students will also research required workplace math skills for careers they are interested in and present their findings to their classmates.

Mathematics of Baseball

In this course, students will learn about the mathematics found in baseball using Google Sheets as well as other tools and software. Topics will include a study in statistics, analyzing measures of central tendency as well as two-way frequencies tables. Students will work as a scout, analyzing rates and speeds as found in the sport and as general managers, analyzing trends and making math-based decisions. Students will also work as team managers, looking at probabilities of independent events and trends in data. Finally, students will research the history of baseball, and complete a culminating final project.

Mathematics of Personal Finance (Dual Credit)

This dual credit course is designed to fulfill 1.0 full credit toward high school graduation requirements, including 0.5 credit of Mathematics (4th Year Elective) AND 0.5 credit of Personal Finance. The course is designed to help students build strong math skills while learning how to effectively manage personal finances. Lessons integrate essential mathematical concepts with real-life applications in budgeting, investing, saving, borrowing, and financial decision-making. Students will learn percentages, ratios, and algebraic equations in the context of managing money and making financial decisions. Students will engage in practical exercises and projects that simulate real-world financial scenarios and explore topics such as interest rates, credit scores, taxes, insurance, and risk management, learning how to create and manage budgets, analyze investment options, evaluate loan terms, make informed financial decisions, and develop healthy financial habits that will serve them beyond high school.

Middle School Math 6A

This is the first segment of a two semester course. How do mathematicians think, write, and speak? Find out in Grade 6 Mathematics, where students will experience new ways of solving problems through interactive and engaging activities. With a focus on hands-on learning and real-world application, students will be exposed to foundational concepts needed for higher-level math study, including integer operations, equations, and statistics.

Middle School Math 6B

This is the second segment of a two semester course. How do mathematicians think, write, and speak? Find out in Grade 6 Mathematics, where students will experience new ways of solving problems through interactive and engaging activities. With a focus on hands-on learning and real-world application, students will be exposed to foundational concepts needed for higher-level math study, including integer operations, equations, and statistics.

Middle School Math 7A

This is the first segment of a two semester course. This is the first segment of a two semester course. Have you ever wondered, “When will I use this in real life?” Grade 7 Mathematics has great news! There are hundreds of ways that math is used in the real world, and this course is designed to help you think critically as you explore a few of those applications. With hands-on activities and interactive lessons, students will have the opportunity to apply what they learn in relevant ways. Key foundational concepts like proportional relationships, probability, and geometry will help prepare students for the next level of learning.

Middle School Math 7B

This is the second segment of a two semester course. Have you ever wondered, “When will I use this in real life?” Grade 7 Mathematics has great news! There are hundreds of ways that math is used in the real world, and this course is designed to help you think critically as you explore a few of those applications. With hands-on activities and interactive lessons, students will have the opportunity to apply what they learn in relevant ways. Key foundational concepts like proportional relationships, probability, and geometry will help prepare students for the next level of learning.

Middle School Math 8A: Pre-Algebra

This course will dive into the concepts of input-output relationships, linear functions, linear equations, systems of equations and their applications, exponents, and exponential equations and their applications. We will connect these concepts to real-world applications. Students will practice these mathematical concepts in a variety of forms and applications. Students will employ the standards of mathematical practice as they work through course material.

Middle School Math 8B: Pre-Algebra

This course will dive into the concepts of transformations, similar and congruent figures, special relationships in geometric figures, Pythagorean Theorem, volume, and patterns in data. We will connect these concepts to real-world applications. Students will practice these mathematical concepts in a variety of forms and applications. Students will employ the standards of mathematical practice as they work through the course material.

PreCalculus A: Algebra Review & Trigonometry

This course is the first in a two-course sequence that broadens student understanding of functions and mathematical models of real-world phenomena. This course will build on student understanding of geometry and algebra, extending their knowledge in the field of trigonometry. The course contains units on functions and their properties, geometric foundations and right triangle trigonometry, applications of trigonometric and circular functions and their graphs, as well as trigonometric function properties, identities, and equations. The majority of the course is asynchronous with a few synchronous elements.

PreCalculus B: Functions & Graphical Analysis

This course is the second in a two-course sequence that broadens student understanding of functions and mathematical models of real-world phenomena. Designed to prepare a student for Calculus, this course will build on student understanding of algebra, extending their knowledge to new mathematical topics, while deepening their knowledge in others. The course contains units on polynomial, rational, logarithmic and exponential functions, sequences, series, conics and limits, as well as systems and vectors. The majority of the course is asynchronous with a few synchronous elements.

Probability & Statistics

Probability and Statistics will introduce students to exploring data, sampling and experimentation by planning and conducting studies, anticipating patterns using probability and simulation, and employing statistical inference to analyze data and draw conclusions.