K-12 Math Curriculum: Build Strong Math Skills with Conceptual Understanding
Our research-based math curriculum for elementary, middle, and high school uses Singapore Math strategies and aligns with Common Core standards.
Thinkster’s K-12 math curriculum is designed to help students develop a deeper understanding of mathematical concepts through conceptual learning, step-by-step explanations, and problem-solving strategies. Rooted in Singapore Math and aligned with Common Core State Standards, our program focuses on building math skills, confidence, and mastery at every grade level. Using digital tools, instructional strategies, and interactive resources, students can learn at their own pace while strengthening their foundation in algebra, geometry, calculus, and more. Whether your child needs extra practice, support, or enrichment, Thinkster provides a comprehensive math solution to help them succeed and excel.
Scroll below to choose a grade level and explore curriculum alignment and standards.
K
Kindergarten
Math Concepts include counting numbers and objects, understanding addition and subtraction, and introducing them to spatial thinking, 2-D & 3-D shapes.
1
Grade 1
Solving addition & subtraction word problems using different strategies, telling time, counting money and connect shapes & their attributes.
2
Grade 2
Math concepts include multistep word problems, multiplication, measuring & estimating lengths in standard units, drawing 2-D & 3-D shapes, time & money.
3
Grade 3
Learn math skills like mastering multiplication & division, multi-step word problems using different operations, fractions, solving for area & perimeter, and identifying 2-D shapes by sides and angles.
4
Grade 4
Concepts include applying models to multiplication and division problems, equivalent fractions, decimals, measurement conversions, and interpreting data with line plots, angles & symmetry.
5
Grade 5
Math concepts include deriving patterns, adding, subtracting, multiplying and dividing fractions, working with decimals, and introducing coordinate planes and volume.
6
Grade 6
Concepts include understanding negative numbers, algebraic expressions, solving one-step equations, inequalities, ratios, unit rates and percentages, extend to working on nets and surface areas.
7
Grade 7
Develop conceptual understanding of solving multi-step real-life word problems with rational numbers (any form), linear expressions, ratio and proportion, scale factors, and diving into understanding probability models.
8
Grade 8
Solving linear equations, simultaneous linear equations, working with slopes, rules on exponents, diving into functions, work on transformation and Pythagorean Theorem.
Pre-Algebra
Understanding the fundamentals of algebra and building the foundation for a standard high school algebra course.
Algebra 1
Simplifying algebraic expressions; factoring polynomials; solving linear, quadratic & exponential functions & inequalities; analyzing functions using domain, range, rates of change, intercepts & zeros; calculating probability & analyzing graphs.
Geometry
Understanding transformations, congruency & similarity; geometric theorems; geometric constructions; geometric properties with equations; geometric measurement & dimensions; applying geometric concepts to solve real-world problems.
Algebra 2
Building radical, rational, & exponential functions; systems of equations in two-variables; complex numbers; understanding logarithms as solutions for exponentials; trigonometric functions; applying trigonometric identities; rational, radical, absolute value & exponential functions.
Statistics
Representing, interpreting, & summarizing data using plots & functions; analyzing normal distribution; mean, median, mode, interquartile range, & standard deviation; differentiating between correlation and causation; probability concepts to solve real-world problems.
Trigonometry
Lessons and math topics include applying trigonometric ratios and identities to solve real-world problems.
Pre-Calculus
Develop math skills in discrete topics in advanced algebra and trigonometry to build the foundation for the study of calculus. Understanding functions, trigonometry, polynomials, complex numbers, matrices, vector, exponentials & logarithms, series & sequences, limits & continuity, and derivatives.
Calculus AB
Math problems include ones to develop a student’s understanding of the methods and applications of calculus. Appreciating the multi-representational approach to calculus by understanding the connections among the graphical, numerical, analytical, and verbal representations of problems in calculus.
Calculus BC
Explore math curriculum and standards that allow students to master additional advanced topics in calculus, such as infinite series, sequences, parametric equations, and vectors.