Math & science tutoring that makes confidence click.

Counting to 100, skip counting, and counting backwards. Working with numbers 1–20, beginning addition and subtraction, comparing values (greater than / less than), and recognizing shapes like triangles, circles, squares, rhombuses, and rectangles — plus identifying currency.

Working confidently with numbers up to 100 — reading, writing, comparing, and ordering. Addition and subtraction within 20 using strategies like counting on and making ten. Place value (ones and tens), simple word problems, measuring with rulers, telling time to the hour and half hour, counting coins, describing 2-D and 3-D shapes, patterns, and sorting data into basic charts.

Counting within 1,000 and building fluency with place value while adding and subtracting 2–3 digit numbers. Using place value blocks and 3-D visuals, exploring 2-D and 3-D figures, rows and columns, reading an analog clock to within 5 minutes, word problems with money, and mastering measuring tools like rulers, yardsticks, and measuring sticks.

Mastering multiplication and division within 100 and how the two relate. Exploring fractions as numbers — unit fractions, equivalents, and placement on a number line. Multi-step word problems with all four operations, area and perimeter, telling time to the nearest minute, graphing data, and interpreting mathematical patterns.

Deeper geometry: properties of shapes, lines, and angle types (acute, obtuse, right) plus triangle types (isosceles, equilateral, scalene). Decimals to tenths, hundredths, and thousandths; perimeter, area, and shape formulas; fractions with multiple solving methods; factors and multiples; division with remainders; arrays; line, bar, and stem-and-leaf graphs; number lines; negatives and positives; and an introduction to P.E.M.D.A.S. We also reinforce core foundations — fact tables, multiplication and division fluency, and metric and customary measurement (liters, quarts, pints, cups).

Mastering P.E.M.D.A.S. — including parentheses and exponents — and solving multi-step problems with multiple operations. Converting measurements of length, size, and capacity; understanding why area is squared and volume is cubed; plotting points across all four quadrants using rise and run; classifying 2-D and 3-D shapes by attributes; operations with unlike-denominator fractions; and dividing fractions with techniques like Keep-Change-Flip (K.C.F.).

Deepening rational number skills — integers, fractions, and decimals. Ratios, rates, unit rates, and percent concepts. Writing, evaluating, and solving one-step equations and inequalities. Area, surface area, and volume of geometric figures, plus statistical reasoning: distributions, variability, mean, median, and graphs. Coordinate planes in all four quadrants.

Proportional reasoning in depth: proportions, percent increase and decrease, scale drawings, and real-world applications. Operations with signed numbers, algebraic expressions, multi-step equations and inequalities, and early linear relationships. Geometry includes angle relationships, circles, area and circumference, and surface area of prisms. Probability — theoretical and experimental — plus measures of central tendency and variability.

Heavy focus on algebraic thinking: linear equations and functions, slope, and systems of equations. Transformations — translations, rotations, reflections, dilations — and congruence and similarity. Comparing linear and nonlinear functions, integer exponents and scientific notation, the Pythagorean Theorem, distance on the coordinate plane, and volume of cylinders, cones, and spheres. Strong preparation for high school algebra.

Mastering linear equations, inequalities, and functions — graphing and interpreting them. Quadratic and exponential relationships and how their growth differs. Manipulating polynomials, factoring, and solving systems of equations multiple ways. Descriptive statistics through plots and summaries, formal mathematical reasoning, and coordinate geometry.