This 6-week course uses RSM's unique methodology to work with rising Kindergarteners on the development of their abstract thinking and reasoning ability. We spark an early interest in mathematics by exploring numbers and the connections between them, studying geometric shapes, practicing math language development and developing problem solving skills.

This 6-week course uses RSM's unique methodology to work with rising 1st graders on the development of their abstract thinking and reasoning ability. We spark an early interest in mathematics by exploring numbers and the connections between them, studying geometric shapes, practicing math language development and developing problem solving skills.

This 6-week course uses RSM's unique methodology to work with rising 2nd graders on the development of their abstract thinking and reasoning ability. We spark an early interest in mathematics by exploring numbers and the connections between them, studying geometric shapes, practicing math language development and developing problem solving skills.

This 6-week course allows rising 3rd graders to explore abstract concepts in an intuitive way. Students will begin to develop reasoning skills, and explore and build a foundation in mathematical concepts such as operations with numbers and the connections between them, strategies for problem solving, and geometric shapes.

This 6-week course is a continuation of our 2nd grade class held over the academic year. It is designed to expand students knowledge of the key concepts covered this year and prepare them for 3rd grade. Non-RSM students require an evaluation.

This 6-week summer course uses RSM's unique approach to work with rising 4th graders to develop their ability to use logic to reason through problems. Students will expand and apply their knowledge of operations, discover the secrets of mental calculations and will be challenged to apply their foundational knowledge of operating with numbers to composite problems and word problems.

This 6-week summer course is a continuation of our 3rd grade class held over the academic year. It is designed to reinforce students understanding of key concepts covered this year and prepare them for 4th grade. Non-RSM students require an evaluation to join.

This 6-week Summer course is designed to guide rising 5th graders to use logic to reason through problems. Students get ahead of the tracking that awaits them in middle school by developing their reasoning skills, advancing in efficient mental calculations, operating with signed numbers and fractions, and exploring early algebra. Special attention is given to word problems.

This 6-week summer course is a continuation of our 4th grade class held over the academic year. It is designed to reinforce students knowledge of the key concepts covered this year and prepare them for 5th grade honors level. Non-RSM students require an evaluation to join.

This 6-week summer course will develop student's problem solving strategies by working with a variety of word problems often under-represented in traditional school curricula. Overall concepts covered in this course include divisibility, expressions involving fractions, solving and modeling with equations, rational numbers, simplification, and introduction to number theory.

This 6-week summer course is a continuation of our 5th grade class grade class held over the academic year. It is designed to reinforce students knowledge of the key concepts covered this year and prepare them for 6th Grade. Non-RSM students require an evaluation to join.

This 6-week Summer course covers the key topics of pre-algebra essentials (required for Algebra I in the Fall). Topics covered include the concept and applications of ratios, proportions, and percents. Students begin exploring algebraic concepts including linear and absolute value equations. Special attention is given to working with word problems often under-represented in traditional school curricula, and modeling with equations.

Recommended for rising 7th graders, this is the first course in our three-year geometry sequence, which serves to develop a deep understanding of geometric concepts. This 6-week introductory course covers fundamental geometrical statements and includes a detailed study of triangles. Non-RSM students require an evaluation to join (knowledge of pre-algebra is required).

This 6-week Summer course is a continuation of our 6th grade class held over the academic year. It is designed to reinforce students knowledge of the key concepts covered this year and prepare them for 7th Grade. Non-RSM students require an evaluation to join.

This 6-week summer course is a continuation of our 7th grade class grade class held over the academic year. It is designed to reinforce students knowledge of the key concepts covered this year and prepare them for 8th Grade. Non-RSM students require an evaluation to join.

Prepare to enter your school geometry course with a solid base. Students taking this 6-week summer course will be exposed to basic geometry concepts and theorems. They will learn about proofs and how to utilize laws of formal logic. This is extremely important for those students who plan to take early SAT test as part of the Johns Hopkins CTY program. Topics covered include geometry of triangles, circles, and quadrilaterals with all corresponding theorems and proofs. This course is recommended for rising 8th and 9th graders.

This 6-week summer SAT prep class is designed to help students prepare for the content covered and the structure of the math part of the test. It covers key concepts students are expected to know when taking the exam. Students will learn about the structure of the test and as well as test taking strategies while working on SAT practice tests. Practice tests also help students to identify areas that need more attention. The course is based on the RSM curriculum and methodology.

This summer course concludes our three-course geometry series. We offer three consecutive Geometry courses in keeping with international standards and to ensure deep coverage and a thorough understanding of concepts. Problems in this rigorous course are structurally complex. Students are expected to apply knowledge of multiple theorems in the construction of proofs. Topics include a further study of triangles, similarity, transformations with rigid motions and dilations, area comparison as a method to derive/prove important theorems, a complete study of circles. After completing this course, students will be ready to tackle geometry portions on tests, participate in Talent Search programs at top universities, and, based on the school and district - may have met curriculum requirements for geometry. Following this course, students may continue to RSM High school geometry and trigonometry course which is a prerequisite for PreCalculus.

Challenge and prepare your child entering 2nd Grade for competitions like the Math Kangaroo. Have fun with non-standard problems requiring clever solutions. This course is perfect for those students who enjoy and seek out math challenges and who wish to explore non-standard questions.

Challenge and prepare your child entering 3rd grade for national and international math competitions like the Math Kangaroo. Have fun with non-standard problems requiring clever solutions. This 6-week course is perfect for those students who enjoy and seek out math challenges and who wish to explore non-standard questions.

Challenge and prepare your child entering 4th grade for national and international math competitions like the Math Kangaroo. Have fun with non-standard problems requiring clever solutions. This 6-week course is perfect for those students who enjoy and seek out math challenges and who wish to explore non-standard questions.

Challenge and prepare your child entering grades 5 for math competitions like the Math Kangaroo and MOEMS E and gain essential skills to start preparing for the AMC-8. While covering many topics, the focus is to teach students how to approach combinatorics, word, and logic problems. Important element is the development of critical thinking and creativity. Special attention is paid to developing students' mental math ability, which is a vital skill for the success in various math contests. The curriculum incorporates in-class competitions, games, and other activities to make the learning active and engaging for students. Time constraints are added often, so that students can practice thinking quickly and cleverly, as they will be expected to do in a real math competition.