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Sandra DeSousa and Chris Saden

Throughout this course, we will use algebra to quantify and describe the world around us. Have you ever wondered how many songs can fit onto your flash drive? By the end of the course, you’ll have stronger skills for modeling problems, analyzing patterns, and using algebra to arrive at conclusions.

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Know what's good
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Provides a solid foundation for those new to algebra
Emphasizes application and real-world examples, making algebra more relatable
Taught by experienced instructors Sandra DeSousa and Chris Saden
Prerequisites are minimal, making it accessible to a wide audience
Course is offered through the reputable provider Udacity
Focuses on developing problem-solving and analytical skills

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Reviews summary

Vis al neg feedback

The course titled *Visualizing Algebra* has received mixed reviews. Students complained that the platform was unreliable and that their answers were incorrectly marked wrong. Students also complained that there was no interaction between them and the professor.
There is no interaction with the instructor.
The interface is unreliable.
"many times I would type in an answer, knew it was the correct one after checking the correct answer to make sure it wasn't me, and still would get the "try again" message."

Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Visualizing Algebra with these activities:
Review Middle School Algebra Concepts
Strengthen your understanding of the foundational concepts of algebra to prepare for this course.
Browse courses on Algebra
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  • Use your old textbooks or notes to revise the basics of algebra.
  • Practice solving simple algebra equations and problems.
  • Take online quizzes or practice tests to assess your understanding.
Organize Course Materials
Stay organized throughout the course by efficiently managing your notes, assignments, and other materials.
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  • Create a dedicated folder or notebook for the course.
  • File and label notes, handouts, and assignments systematically.
  • Use a digital note-taking app or software to organize your digital materials.
Practice Algebra Problems from Khan Academy
Gain proficiency and fluency in solving algebra equations and word problems by practicing drills on Khan Academy.
Browse courses on Algebra
Show steps
  • Create a Khan Academy account or log in to your existing account.
  • Navigate to the Algebra section and select the desired exercises.
  • Complete the practice problems and review the explanations provided.
Four other activities
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Watch Video Tutorials from PatrickJMT
Supplement your learning with engaging and clear video tutorials from PatrickJMT to reinforce key concepts and problem-solving techniques.
Browse courses on Algebra
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  • Visit the PatrickJMT YouTube channel or website.
  • Search for algebra-related topics and select relevant videos.
  • Take notes or pause the videos to work through the examples and practice problems.
Create a Concept Map of Algebra Topics
Organize and visualize the connections between different algebra concepts by creating a comprehensive concept map.
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  • Identify the main topics and subtopics covered in the course.
  • Use a mind mapping tool or draw a diagram to connect the concepts.
  • Add explanations, examples, and relationships to the concept map.
  • Review and refine your concept map regularly as you progress through the course.
Join a Study Group for Algebra
Collaborate with peers, discuss concepts, and practice solving problems in a supportive environment.
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  • Find or form a study group with classmates or online.
  • Establish regular meeting times and set clear goals for each session.
  • Take turns leading discussions, presenting problems, and providing feedback.
Create an Algebra Problem Solver
Apply your algebra skills to create a program that can solve algebraic equations and word problems.
Browse courses on Algebra
Show steps
  • Choose a programming language and learn its basic syntax.
  • Design the algorithm for solving algebra equations.
  • Implement the algorithm and test it with various equations.
  • Enhance the program to handle more complex word problems.

Career center

Learners who complete Visualizing Algebra will develop knowledge and skills that may be useful to these careers:
Data Analyst
Data Analysts help businesses make better decisions by collecting, cleaning, and analyzing data. They use their findings to identify trends, solve problems, and improve operations. The Visualizing Algebra course can help you develop the skills you need to succeed in this role, such as data visualization, statistical analysis, and problem-solving. Gaining proficiency in algebra can help you easily identify patterns and solve problems.
Market Researcher
Market Researchers help businesses understand their customers and make better decisions about product development and marketing. They use a variety of methods to collect and analyze data, including surveys, interviews, and focus groups. The Visualizing Algebra course can help you develop the skills you need to succeed in this role by developing your problem-solving skills, modeling problems with algebraic equations, and finding meaningful insights from data.
Financial Analyst
Financial Analysts help businesses make investment decisions and manage their finances. They use financial data to analyze trends, identify risks, and make recommendations. Becoming proficient in algebra will help you perform complex financial calculations and analyze financial data with ease. Skills like modeling problems, analyzing patterns, and using algebra to arrive at conclusions will help you make informed decisions and develop effective financial strategies.
Actuary
Actuaries use mathematics and statistics to assess risk and uncertainty. They work in a variety of industries, including insurance, finance, and healthcare. Being proficient in algebra will help you perform complex mathematical calculations with ease. Additionally, you will be able to model problems, analyze patterns, and use algebra to arrive at conclusions which are essential skills for an actuary's day-to-day work.
Operations Research Analyst
Operations Research Analysts use mathematical and analytical techniques to improve the efficiency and effectiveness of organizations. They work in a variety of industries, including manufacturing, transportation, and healthcare. A background in algebra will help you build a strong foundation for understanding the mathematical and analytical techniques used in operations research. It can also help you develop the problem-solving and critical thinking skills that are essential for this role.
Statistician
Statisticians collect, analyze, and interpret data to help businesses and organizations make better decisions. They use statistical methods to identify trends, draw conclusions, and make predictions. Algebra is the foundation of statistics. Taking this course can help you gain an understanding of carrying out statistical techniques used to solve real-world problems.
Software Engineer
Software Engineers design, develop, and maintain software applications. They use a variety of programming languages and tools to create software that meets the needs of users. Being proficient in algebra will help you grasp the mathematical concepts and algorithms used in software development. It can also help you develop the problem-solving and critical thinking skills that are essential for this role.
Data Scientist
Data Scientists use their knowledge of mathematics, statistics, and computer science to extract insights from data. They work in a variety of industries, including technology, finance, and healthcare. Algebra is the foundation of data science. Taking this course can help you gain an understanding of the mathematical and statistical concepts used in data science.
Economist
Economists study the production, distribution, and consumption of goods and services. They use economic models to analyze data and make predictions about the economy. Algebra is the foundation of economics. Taking this course can help you gain an understanding of the mathematical models used in economics.
Accountant
Accountants prepare and maintain financial records for businesses and organizations. They use accounting principles to ensure that financial statements are accurate and reliable. Algebra is the foundation of accounting. Taking this course can help you gain an understanding of the mathematical concepts used in accounting.
Teacher
Teachers educate students in a variety of subjects, including mathematics, science, and social studies. They use a variety of teaching methods to help students learn and grow. Algebra is the foundation of mathematics. Taking this course can help you gain an understanding of the mathematical concepts that you will teach to your students.
Engineer
Engineers design, build, and maintain machines, structures, and systems. They use a variety of mathematical and scientific principles to solve problems and create new technologies. Algebra is the foundation of engineering. A course can help build a foundation for understanding the mathematical and scientific principles used in engineering.
Physicist
Physicists study the fundamental laws of nature. They use mathematical and experimental methods to investigate the behavior of matter and energy. Algebra is the foundation of physics. Taking this course can help you gain an understanding of the mathematical concepts used in physics.
Chemist
Chemists study the composition, structure, and properties of matter. They use a variety of experimental and computational methods to investigate the behavior of atoms and molecules. Algebra is the foundation of chemistry. Taking this course can help you gain an understanding of the mathematical concepts used in chemistry.
Biologist
Biologists study the structure, function, and behavior of living organisms. They use a variety of experimental and observational methods to investigate the natural world. Algebra is the foundation of biology. Taking this course may help you gain an understanding of the mathematical concepts used in biology.

Reading list

We've selected 29 books that we think will supplement your learning. Use these to develop background knowledge, enrich your coursework, and gain a deeper understanding of the topics covered in Visualizing Algebra.
Comprehensive textbook for algebra and trigonometry, and it provides a solid foundation for the concepts covered in the course. It valuable reference tool for students who want to review the basics or learn more about the subject.
Widely-used textbook for algebra and trigonometry courses, and it provides a clear and concise introduction to the subject. It good choice for students who want to learn the basics of algebra or review the material covered in the course.
Provides a solid foundation in calculus, which is essential for students who want to pursue further studies in mathematics or science.
Helpful resource for students who want to review the basics of algebra II or learn more about the subject. It is written in a clear and concise style, and it includes plenty of examples and practice problems.
Helpful resource for students who want to review the basics of algebra I or learn more about the subject. It is written in a clear and concise style, and it includes plenty of examples and practice problems.
Provides a visual introduction to group theory, which branch of mathematics that studies symmetry. It good choice for students who want to learn more about the subject or who are interested in exploring the connections between mathematics and visual art.
Introduces students to the basics of linear algebra, which valuable tool for solving problems in a variety of fields.
Fascinating exploration of some of the most important theorems in mathematics. It good choice for students who want to learn more about the history of mathematics or who are interested in the lives of some of the greatest mathematicians.
Covers a wide range of topics in differential equations, making it a useful reference for students who want to pursue further studies in mathematics or science.
Wide-ranging exploration of mathematics, from basic arithmetic to complex concepts like infinity. It good choice for students who want to learn more about the subject or who are interested in the connections between mathematics and the real world.
Comprehensive history of mathematics, from the ancient Greeks to the present day. It good choice for students who want to learn more about the subject or who are interested in the role of mathematics in human history.
Fascinating exploration of the history of cryptography, from the ancient Egyptians to the present day. It good choice for students who want to learn more about the subject or who are interested in the role of mathematics in computer science.
Pulitzer Prize-winning exploration of the connections between mathematics, music, and art. It good choice for students who want to learn more about the subject or who are interested in the creative process.
Introduces students to the basics of probability and statistics, which are essential for students who want to pursue further studies in statistics or data science.
Classic exploration of the nature of mathematics. It good choice for students who want to learn more about the subject or who are interested in the philosophical implications of mathematics.
Collection of essays on the beauty and elegance of mathematics. It good choice for students who want to learn more about the subject or who are interested in the aesthetics of mathematics.
Provides a comprehensive overview of mathematical methods used in physics, making it a valuable resource for students who want to pursue further studies in physics or engineering.
Fascinating exploration of the role of mathematics in the natural world. It good choice for students who want to learn more about the subject or who are interested in the connections between mathematics and science.
Covers a wide range of topics in partial differential equations, making it a useful reference for students who want to pursue further studies in mathematics or science.
Provides a comprehensive overview of numerical analysis, which is essential for students who want to pursue further studies in mathematics or computer science.
Introduces students to the basics of optimization theory, which is essential for students who want to pursue further studies in mathematics or engineering.
Provides a comprehensive overview of complex variables, which is essential for students who want to pursue further studies in mathematics or engineering.
Introduces students to the basics of topology, which is essential for students who want to pursue further studies in mathematics.
Introduces students to the basics of graph theory, which is essential for students who want to pursue further studies in mathematics or computer science.
Provides a comprehensive overview of algebraic geometry, which is essential for students who want to pursue further studies in mathematics.
Introduces students to the basics of number theory, which is essential for students who want to pursue further studies in mathematics.

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