K-8 Math Curriculum.

Our math curriculum is based on Singapore Math and is aligned to Common Core State Standards.

K

Counting numbers and objects, understanding addition and subtraction, and introducing them to spatial thinking, 2-D & 3-D shapes.

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1

Solving addition & subtraction word problems using different strategies, telling time, counting money and connect shapes & their attributes.

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2

Multistep word problems, multiplication, measuring & estimating lengths in standard units, drawing 2-D & 3-D shapes, time & money.

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3

Mastering multiplication & division, multi-step word problems using different operations, fractions, solving for area & perimeter, and identify 2-D shapes by sides and angles.

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4

Apply models to multiplication and division problems, equivalent fractions, decimals, measurement conversions, interpreting data with line plots, angles & symmetry.

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5

Derive patterns, adding, subtracting, multiplying and dividing fractions, working with decimals, introduction to coordinate planes, and volume.

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6

Understanding negative numbers, algebraic expressions, solving one-step equations, inequalities, ratios, unit rates and percentages, extend to working on nets and surface areas.

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7

Solve multi-step real life word problems with rational numbers (any form), linear expressions, ratio and proportion, scale factors, and diving into understanding probability models.

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8

Solving linear equations, simultaneous linear equations, working with slopes, rules on exponents, diving into functions, work on transformation and Pythagorean Theorem.

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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

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Understanding transformations, congruency & similarity; geometric theorems; geometric constructions; geometric properties with equations; geometric measurement & dimensions; applying geometric concepts to solve real-world problems.

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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.

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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.

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Understanding the fundamentals of algebra and building the foundation for a standard high school algebra course.

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Course Summary: Developing the students’ 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.

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Mastering additional advanced topics in calculus, such as infinite series, sequences, parametric equations, and vectors.

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