After learning the basics of Python, level 2 focuses on diving into these topics on a deeper level, as well as learning more advanced topics in Python. The topics covered in level 2 include: data structures, advanced loops, algorithms, Object-Oriented Programming and Design, and Game development.
Passion for tech. Unmatched expertise. Personality that brings out the absolute best in your child. We know there's no replacement for the best teacher. It's no surprise that iconic companies like Google, Amazon, Microsoft, and Disney hire the same talent we do. Our Geek Certified instructors possess the whole package of skills that inspires students for the Tech World!
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Beginner Students: This course is for students who have completed Level 1 or have previous experience in coding.
This course typically takes 3-6 months to complete. This depends on the student's experience and how fast they can master the concepts and the knowledge. Our instructors move at the pace of the student, it may take extra time for some students to reinforce what they have learned.
This course is designed to build the basics of a complicated mathematical field. It is designed to be a complete introduction to the fundamental concepts of number theory for students in grades 7-10.
The class covers topics such as primes and composites; multiples, divisors, and divisibility; prime factorization and its uses; modular arithmetic and more.
Students in grades 6-10 will build a solid understanding of more advanced geometry concepts in this course. It is designed to expand on the standard high school geometry curriculum and to challenge students with new concepts and problems.
Topics include congruent and similar triangles, circles, 3D geometry, and introductory trigonometry.
To build on the concepts from the Introduction level course, students will build on their Counting and Probability knowledge.
A thorough introduction for students in grades 7-10 to counting and probability topics such as permutations, combinations, Pascal's triangle, geometric probability, basic combinatorial identities, the Binomial Theorem, Pigeonhole Principle Conditional, Probability Graph Theory and more.
