Numbers 0–10 and Counting
Recognize numerals, count objects, match quantities, and compare groups through playful activities.
Short lessons, guided examples, and practice designed for confident understanding—not memorization alone.
Choose a module and begin today’s learning.
Read, write, compare, and arrange whole numbers using place value.
Recognize numerals, count objects, match quantities, and compare groups through playful activities.
Combine small groups and tell how many altogether using objects, drawings, and number stories.
Remove objects from a group and tell how many remain through stories, drawings, and play.
Recognize common shapes and describe where objects are using simple position words.
Sort objects by attributes and recognize, copy, and extend simple repeating patterns.
Compare length, height, weight, and capacity using everyday objects and simple words.
Sequence daily events and explore clocks, days, and simple time words through familiar routines.
Recognize Philippine coins and bills, compare small amounts, and read simple picture graphs.
Count, read, build, compare, and order numbers from 11 to 20 using groups of ten and ones.
Review Kinder number sense, operations, shapes, measurement, patterns, time, money, and data.
Begin counting, place value, comparison, and number patterns from 20 toward 100.
Count, read, build, compare, order, and find patterns in numbers through 100.
Use strategies, models, and number relationships to add and subtract within 20.
Describe, compose, partition, and compare two-dimensional and three-dimensional shapes.
Measure and compare length, read clocks to the half hour, and solve simple Philippine money tasks.
Organize data, read simple graphs, extend patterns, and solve mixed one-step problems.
Use place value, models, and strategies to add and subtract two-digit numbers.
Review Grade 1 number sense, operations, geometry, measurement, time, money, data, and patterns.
Build numbers to 1,000, strengthen place value, and develop new addition and subtraction strategies.
Build, read, write, compare, order, and find patterns in three-digit numbers.
Use place value, regrouping, estimation, and models to calculate with three-digit numbers.
Build equal groups, use repeated addition, and understand the meaning of early multiplication.
Share and group objects equally, connect division to subtraction, and solve simple division stories.
Partition shapes and sets into halves, thirds, and fourths, then compare simple unit fractions.
Reason about shapes, measure length and capacity, tell time, and solve Philippine money problems.
Read tables and graphs, extend patterns, and solve mixed one-step and two-step problems.
Review Grade 2 number sense, operations, fractions, geometry, measurement, time, money, data, and patterns.
Build numbers to 10,000, strengthen multiplication and division, and solve richer multi-step problems.
Read, write, compare, order, round, and find patterns in four-digit numbers.
Use place value, regrouping, estimation, and checking strategies with four-digit numbers.
Build fluency with facts, arrays, properties, related equations, and practical word problems.
Represent fractions, locate them on number lines, find equivalents, and compare simple fractions.
Measure and estimate length, mass, and capacity; tell time; and solve Philippine money problems.
Classify shapes, explore symmetry, and find perimeter and area using square units.
Read tables and graphs, answer comparison questions, and extend number and shape patterns.
Review the full Grade 3 pathway through mixed reasoning, computation, and practical problems.
Advance to larger numbers, deeper fraction work, geometry, measurement, data, patterns, and multi-step problems.
Place value, reading numbers, comparing, ordering, and rounding.
Meaning, equivalent fractions, comparison, addition, and subtraction.
Lines, angles, shapes, perimeter, area, and spatial reasoning.
Length, mass, capacity, time, and practical unit conversions.
Tables, pictographs, bar graphs, and interpreting information.
Number patterns, rules, missing values, and simple equations.
Addition, subtraction, multiplication, division, estimation, and multi-step problems.
Decimal place value, comparison, operations, purchases, change, and budgeting.
Check all eight topics, see strengths, and identify the best lessons to revisit.
Large numbers, rounding and estimation, divisibility, factors, and multiples.
Multi-digit multiplication, long division, order of operations, and multi-step problems.
Simplest form, unlike denominators, multiplication, and real-life fraction problems.
Thousandths, comparison, rounding, four operations, and practical applications.
Equivalent ratios, unit rates, percentages, discounts, and everyday applications.
Polygons, angles, area, volume, and metric unit conversions.
Tables, line graphs, mean, median, mode, range, and data interpretation.
Sequences, expressions, equations, and mathematical relationships.
Review all eight topics, identify strengths, and choose what to revisit.
Analyze polynomial structure, operations, zeros, factors, graphs, and end behavior.
Solve higher-degree and rational equations while checking restrictions and solutions.
Use chords, arcs, secants, tangents, and angle theorems in geometric problems.
Count arrangements and selections, then use them to solve probability problems.
Find probabilities involving unions, intersections, complements, and dependent events.
Interpret quartiles, deciles, percentiles, and the position of values in data sets.
Review the major Grade 10 topics and identify concepts that need more practice.
Represent relations, evaluate functions, determine domains and ranges, and model real situations.
Analyze rational expressions, equations, graphs, intercepts, asymptotes, and applications.
Find, verify, graph, and apply inverse functions while checking domain restrictions.
Analyze exponential growth and decay, graphs, equations, and real-life models.
Connect logarithms and exponents, apply logarithm laws, solve equations, and model applications.
Use simple and compound interest, annuities, and loan models in financial decisions.
Analyze statements, truth values, logical connectives, arguments, and validity.
Review all seven Grade 11 topics and identify the concepts that need more practice.
Estimate and evaluate limits, resolve indeterminate forms, and test continuity.
Interpret derivatives, apply differentiation rules, and solve rate-of-change problems.
Analyze increasing behavior, extrema, optimization, and related-rate situations.
Find antiderivatives, evaluate definite integrals, and interpret accumulated change and area.
Use definite integrals to find areas, displacement, and accumulated quantities.
Model changing quantities, verify solutions, and solve basic separable differential equations.
Analyze patterns, evaluate finite and infinite series, and apply convergence ideas.
Prove statements for natural numbers and expand powers using binomial coefficients.
Model random variables, calculate expected values, and interpret probability distributions.
Use z-scores, sampling ideas, and confidence intervals to interpret data.
Measure relationships, fit linear models, and interpret predictions responsibly.
Compare interest, annuities, loans, and financial choices using mathematical models.
Integrate algebra, calculus, probability, and statistics to solve multi-step real-world problems.
Demonstrate readiness through a cumulative assessment covering the complete Grade 12 pathway.
Reflect on strengths, identify review priorities, and plan the next stage of mathematical learning.
Solve quadratics, analyze roots, and interpret parabolas and applications.
Simplify radical expressions and connect roots with rational exponents.
Model direct, inverse, joint, and combined variation in real situations.
Use properties of parallelograms, triangles, and proportions to solve geometric problems.
Analyze chords, arcs, angles, and geometric relationships on the coordinate plane.
Use sine, cosine, tangent, and angle relationships to solve practical problems.
Analyze data displays, measures of position, and probabilities of compound events.
Review all seven topics, identify strengths, and choose what to revisit.
Classify real numbers, estimate roots, apply exponent laws, and use scientific notation.
Solve equations and systems using algebra, tables, graphs, substitution, and elimination.
Compare functions, analyze slope, and model relationships using multiple representations.
Study congruence, similarity, transformations, and angle relationships.
Find unknown lengths, coordinate distances, surface areas, and volumes.
Operate on polynomials, use special products, and factor common algebraic forms.
Study scatter plots, association, two-way tables, and compound probability.
Solve, graph, and model multi-step and compound inequalities in real situations.
Review all eight topics, identify strengths, and choose what to revisit.
Integer operations, fractions, decimals, number-line comparisons, and real-life applications.
Translate, simplify, evaluate, and use expressions to model relationships.
Solve one-step, multi-step, and real-life equations using the balance principle.
Solve, graph, and interpret inequalities in mathematical and real-life situations.
Use rates, proportions, percentages, discounts, and percent change.
Explore angle relationships, polygons, circles, area, surface area, and volume.
Analyze data distributions, sampling, probability, and compound events.
Represent relationships using tables, graphs, rules, and coordinate patterns.
Review all eight topics, identify strengths, and choose what to revisit.
Integers, powers, operation order, prime factors, GCF, LCM, and applications.
Multi-step computation, estimation, equations, and practical problem-solving strategies.
Operations with fractions and mixed numbers, estimation, and multi-step applications.
Operations, estimation, conversions, and real-life applications with decimals.
Rates, proportions, percent change, discounts, and real-life applications.
Angles, circles, area, surface area, volume, and metric measurement.
Graphs, averages, variability, experimental probability, and data-based decisions.
Sequences, expressions, equations, inequalities, and mathematical relationships.
Review all eight topics, identify strengths, and choose what to revisit.
Start Grade 6 reviewThe value of a digit depends on its position in the number.
The digit 6 is in the thousands place, so its value is 6,000.
In 75,419, what is the value of the digit 5?
About 20 minutes per day.
Ask your child to explain what each digit means. Listen for understanding before correcting the computation.