7 Best + Free Geometry Courses & Classes

Geometry, a branch of mathematics, explores the properties and relationships of shapes, sizes, and dimensions. Ancient civilizations developed geometric principles to measure land and build structures. Today, geometry plays a crucial role in diverse fields, from physics and engineering to computer graphics, providing a foundation for understanding spatial relationships. Below you can find the list of Best + Free Geometry Courses & Classes for further learning.

Best + Free Geometry Courses & Classes….

Introduction to Geometry

• • • School Yourself via edX
    • 14 weeks (4–6 hours) per week of effort Required!
    • ★★★★★ (6 Ratings)

Participants in this course will learn concepts like angle measurement, congruence, and parallel lines. Progressing to advanced topics, they’ll explore the properties of polygons, circles, and complex shapes, master area calculations, apply the Pythagorean theorem, and learn to compute volumes and surface areas of three-dimensional solids.

• The reason for selecting this course is driven by the desire to understand the historical foundations and practical applications of geometry. From fundamental principles to advanced theorems, it provides a comprehensive exploration of spatial relationships, empowering us with a solid grasp of geometric concepts for various real-world scenarios.
• This course is suitable for high school students, self-learners, and anyone seeking a comprehensive understanding of geometry. Whether preparing for standardized tests, exploring mathematical principles, or interested in the historical context of geometry, participants will find this course beneficial for building a strong foundation in spatial reasoning and problem-solving.

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Become a Geometry Master

• • • Krista King via Udemy
    • 26,697+ already enrolled!
    • ★★★★★ (2,551 Ratings)

In this course, participants will learn quadrilaterals, triangles, circles, 3D geometry, transformations, logic, and proofs. The course covers topics such as area, perimeter, volume, congruence, similarity, and triangle theorems, providing a comprehensive understanding of geometry through video lessons, quizzes, and workbooks.

• The reason why we chose this course stems from the desire to become proficient in geometry, mastering concepts from basic shapes to advanced theorems. The comprehensive curriculum, with video lessons and interactive assessments, ensures a thorough understanding and application of geometric principles.
• This course is ideal for high school students currently studying or preparing for geometry. It also caters to home school parents seeking additional geometry support and individuals interested in self-paced math learning for personal enrichment after a gap from formal education.

Geometry Made Simple!

• • • Richard A. via Udemy
    • 1,031+ already enrolled!
    • ★★★★★ (2 Ratings)

Participants in this course will delve into foundational geometry concepts, mastering angles, polygons, midpoints, and distance formulas. They’ll explore parallel and perpendicular lines, congruent triangles, quadrilateral properties, similarity, right triangles, trigonometry, transformations, and circles, and adeptly calculate area and volume for diverse geometric shapes, fostering a comprehensive understanding of geometry.

• The reason for selecting this course was the aspiration to attain a clear and practical grasp of geometry. The concise, step-by-step approach assures participants of a thorough mastery of fundamental geometric principles, making it an ideal choice for those seeking a comprehensive understanding and practical application of geometric concepts.
• This course is suitable for middle and high school students gearing up for geometry courses, as well as college students and homeschoolers. Anyone desiring a clear grasp of fundamental geometric principles, from angles to transformations, will find this course beneficial, whether for academic preparation or personal enrichment.

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Computational Geometry

• • • Tsinghua University via edX
    • 16 weeks (6–8 hours) per week of effort Required!
    • Course Type (Self-Paced)

Participants will acquire a theoretical foundation to integrate Computational Geometry into their future research. The course covers fundamental paradigms and strategies for solving geometric problems, including incremental construction and plane sweeping. Participants will also gain expertise in essential geometric structures and algorithms such as polygon decompositions, Voronoi diagrams, and Delaunay triangulations.

• The reason for choosing this course is motivated by the desire to delve into Computational Geometry, a pivotal field in modern computer science. By gaining a theoretical understanding and practical skills in geometric structures and algorithms, we aim to apply this knowledge in future research and its applications, including robotics and geographic information systems.
• This is suitable for computer science enthusiasts, researchers, and students seeking to explore the intersection of geometry and algorithms. The course is ideal for those interested in robotics, computer-aided design, manufacturing, and geographic information systems. It is designed to equip learners with the knowledge to incorporate Computational Geometry into their research endeavors.

Advanced Precalculus: Geometry, Trigonometry and Exponentials

• • • University of Padova via FutureLearn
    • 12,143+ already enrolled!
    • ★★★★★ (17 Ratings)

In this course, participants will master challenging precalculus topics, including plane and solid geometry, logarithms, exponentials, and trigonometric functions. The course emphasizes problem-solving, mathematical reasoning, and proficiency with transcendental functions.

• The reason for selecting this course is driven by the aspiration to fortify foundational mathematical skills, particularly in advanced precalculus topics. As a participant, the goal is to acquire the necessary knowledge and problem-solving abilities for a seamless transition into a first course in calculus.
• This is suitable for students in their last year of high school or early undergraduate studies, preparing to undertake a first course in calculus. Participants should have a grasp of basic high school mathematics and familiarity with the preceding precalculus course.

Geometry Basics to Advanced

• • • Jackson Kailath via Udemy
    • 14,141+ already enrolled!
    • ★★★★★ (130 Ratings)

Participants in this course will learn high school geometry fundamentals, including points, lines, angles, triangles, polygons, circles, trigonometry, coordinate geometry, and solids. The course uses a unique graphical division method and features quizzes for reinforcement.

• The reason for opting for this course is motivated by the desire to grasp high school geometry engagingly. As a participant, the goal is to build a strong foundation by exploring unique approaches, solving 183+ questions, and enjoying the learning process.
• This course is ideal for students seeking a fun and effective way to learn high school geometry. It caters to those finding geometry challenging, offering a fresh perspective, unique methods, and quizzes for solidifying foundational knowledge.

Preparing for Further Study in Mathematics

• • • Manchester Grammar School via FutureLearn
    • 1,278+ already enrolled!
    • ★★★★★ (7 Ratings)

In this course, participants will delve into advanced mathematical concepts covering topics such as number theory, non-Euclidean geometry, computability, and metric spaces. The course explores mathematical history, proofs, and the precision required at higher levels.

• The reason to chose this course stems from the desire to explore advanced mathematics at an undergraduate level, gaining insights into topics like number theory and non-Euclidean geometry. It’s a perfect opportunity to prepare for a math degree and understand mathematics in a historical and cultural context.
• This course is designed for individuals contemplating an undergraduate degree in mathematics. It is also suitable for anyone interested in placing mathematics within a historical and cultural framework, providing a valuable foundation for future studies.