Brilliant is best for students who are self-starters and catch on to new concepts easily. You may want to assign Brilliant's problems primarily for at-home practice, or challenge high-achieving kids to complete problems for extra credit. You can also encourage students to explore topics that you don't have time to cover in class. Because of its lower number of practice problems, though, students who need a lot of repetition may need additional outside material. Encourage your students to check out the helpful built-in wiki, which offers descriptions of ideas such as the Law of Cosines, Bubble Sort, and Uniform Circular Motion, each accompanied by a few examples.
Use the free Education plan for access to interactive lessons, solved problems, and some classroom tools, including the ability to create classes and assign content. Teachers can have up to eight classes at a time with 50 students in each, and students can be in multiple classes. For each class, teachers can choose up to six courses at a time (they can change them around as much as they'd like) and access the Daily Challenges archive.Continue reading Show less
Brilliant is an online collection of interactive courses covering math, science, and computer science topics, aimed at late-elementary students up to adult. When you first log in, the site asks you about yourself and your goals, then directs you to recommended courses and paths accordingly, but paying users can access any of the material at any time. A free account gives users access to the beginning lessons of each course, new Daily Problems, and access to the wiki. A paid account adds the Daily Challenge archive, full access to the guided courses, and additional practice material. The main interface is divided into three sections: Today, Courses, and Practice.
The Today panel includes a set of Daily Problems covering Math & Logic and/or Science & Engineering. Students with subscription access can also access the Daily Problems archives. Under the Courses panel, students choose from among 60+ foundational and advanced courses like Algebra Fundamentals, Pre-Calculus, Program with Python, Introduction to Neural Networks, and more. Each course provides a description, a list of topics covered, suggested prerequisites, and what to move on to next. Right from the start, students are presented with material to read and questions to test their comprehension. Whether or not they answer the problems correctly, they can display an explanation of how the problem is solved. Many courses are grouped into Learning Paths that each include several courses within a larger topic, such as Computer Science Algorithms (featuring Algorithm Fundamentals, Data Structures, and Introduction to Neural Networks) or Infinity & Number Theory (featuring Infinity, Number Theory, and Number Bases). The Practice panel includes extra practice problems for the courses, as well as access to the wiki, which goes into more depth on the concepts. Practice sections link to related courses, additional practice problems, and relevant wiki pages.
Aside from the visually pleasing interface, courses in Brilliant go from the very basics of a subject to advanced courses for college students or professionals, which offers flexibility. The text guides students through the material, and the site is elegantly laid out and easy to navigate. Students solve problems in their areas of study and then get immediate feedback, along with thorough explanations of each answer. A few bonus practice questions and the wiki give students more material to sink their teeth into if desired, but there aren't as many practice problems as a textbook would have. Students will appreciate the self-directed nature of the site, allowing them to work in areas they find interesting. Also, the problem-solving nature of Brilliant's content may keep students more engaged than more passive content. Maintaining streaks when they complete lessons multiple days in a row might motivate some students.
In terms of downsides, the site could be improved by placing a link to the wiki on the main menu, to make it easier to find. Also, there used to be a thriving community where students could submit new practice problems and solutions, explain their solutions to Daily Challenges, give feedback on explanations, and more. The apparent removal of this easy-to-engage-with community means the social element is lost, which was another facet to potential learning.
Key Standards Supported
Motion and Stability: Forces and Interactions
Use mathematical representations to support the claim that the total momentum of a system of objects is conserved when there is no net force on the system.
Use mathematical representations of Newton’s Law of Gravitation and Coulomb’s Law to describe and predict the gravitational and electrostatic forces between objects.
Waves and Their Applications in Technologies for Information Transfer
Use mathematical representations to support a claim regarding relationships among the frequency, wavelength, and speed of waves traveling in various media.