Singapore CurriculumConceptual clarity, number sense, and visual problem-solving
In our Conceptual Analytical Mathematics (CAM) framework, Singapore Math gives students a firm conceptual foundation by moving from concrete materials to pictorial models to abstract algorithms.
Conceptual Understanding
Singapore Math's strong emphasis on conceptual understanding sets a firm foundation for mathematical principles. Students are first introduced to concepts through concrete materials and pictorial representations before moving on to abstract algorithms. This CPA (Concrete, Pictorial, Abstract) approach helps students truly understand mathematical concepts rather than simply memorizing procedures. It emphasizes number sense, mental math, and model drawing for problem-solving.
Problem-Solving
Another hallmark of the Singapore Math curriculum is its emphasis on problem-solving and heuristic model drawing, which encourages students to visualize mathematical situations to make them easier to solve. By incorporating this into the combined curriculum, students are well-equipped to tackle complex, real-world math problems.
Rigor, abstraction, and deep mathematical reasoning
Russian Math develops analytical thinking through theory, logic, proof-minded habits, and a belief that productive struggle is an essential part of learning.
Deep Theoretical Foundations and Rigor
The Russian math curriculum is renowned for its deep theoretical focus. It places great importance on understanding mathematical theory rather than just computation. The curriculum includes a heavy focus on abstract mathematical concepts, logic, and reasoning from an early age, and students are often asked to prove mathematical theorems, which fosters deep understanding and analytical thinking. It believes in the potential of every child to succeed in mathematics, and views struggle as an essential part of learning.
Critical and Logical Thinking
Russian Math also emphasizes critical and logical thinking, which helps students make connections between different areas of mathematics and apply their mathematical knowledge to new situations. By incorporating this into the blended curriculum, students gain an excellent ability to analyze problems and think critically about their solutions.
Integrated ApproachTwo strong traditions, intertwined
By combining the Singapore and Russian math curricula, students gain a deep understanding of mathematical concepts, a wealth of problem-solving strategies, and the ability to think critically and logically about mathematical situations. This integrated approach makes math more accessible and enjoyable while building confidence and improving performance.
