Complete High School Mathematics Mastery Program
From Basic Arithmetic to Advanced Calculus in 12 Months
Syllabus updated August 2026
Recordings are free with a Google sign-in. These recordings show how we teach, not the exact syllabus of this course.
How long this course takes
This course runs 12-14 months (52-60 weeks) at 2 live classes/week + 3-5 hours practice. The range allows for background and pace: a complete beginner uses the full span, and a student with prior knowledge finishes sooner. The syllabus below is planned to the shorter end, with margin kept for revision.
For personalised duration planning, call +91 91233 66161 and we'll map a schedule to your goals.
At a glance
- Who it is for
- Complete Beginner to Advanced High School.
- Prerequisites
- None required - math focus
- Format
- Live, interactive classes with a real instructor, never pre-recorded videos. Live classes run about one hour.
- Language
- English or Hindi, depending on the batch.
- Duration
- 12-14 months (52-60 weeks)
- Weekly commitment
- 2 live classes/week + 3-5 hours practice
- Class size
- Group batches of 5 to 10 students, mini batches of 3 to 4, or 1-on-1.
- Certificate
- Certificate from Modern Age Coders, awarded on passing the final exam
- Watch first
- Free recordings of real classes for ages 13 and up, free with a Google sign-in. These recordings show how we teach, not the exact syllabus of this course.
- Live demo
- Optional. Enroll directly on this page, or book a free live demo if you would like to meet a mentor first.
How we teach
Deep understanding. Real projects. Expert guidance.
Learn coding, AI and maths through careful explanations, practical demonstrations, and hands-on problem-solving. Our instructors guide you from the foundations to advanced ideas, helping you understand what happens, why it happens, and how to build it yourself.
You will explore concepts step by step, write and improve code, investigate mistakes, ask questions, and apply your knowledge to meaningful projects. Lessons are designed around active participation, thoughtful feedback, and growing independence.
Expert-led live teaching, with practical participation built into every lesson.
- Students explain their thinking.
- Instructors demonstrate, then guide practice.
- Learners code, solve, or build during lessons.
- Questions and misconceptions get attention.
- Assignments receive useful feedback.
- Progress is checked before advancing.
Ready to Master High School Mathematics: Algebra to Calculus (Grade 9-12)?
Choose your plan and start your journey into the future of technology today.
Rated 4.9 across 547 Google reviews. Enroll directly, or take a free live demo first if you like. No card needed for the demo. Monthly billing, cancel anytime.
International Students (Outside India)
Billed monthly in US dollars, the same price in every country. Contact us with any questions.
Program Overview
This accelerated program condenses 4 years of high school mathematics into an intensive 12-month journey. Whether you're a student seeking to excel, an adult learner filling gaps, or preparing for competitive exams, this comprehensive program covers every essential mathematical concept from grades 9-12.
You'll master algebraic thinking, geometric reasoning, trigonometric applications, and calculus fundamentals. Each concept is taught through interactive lessons, real-world applications, and extensive problem-solving practice. By completion, you'll be fully prepared for university-level mathematics and standardized tests.
What Makes This Program Different
- Accelerated 4-year curriculum in 12 months
- Visual and interactive learning approach
- Real-world applications for every concept
- Adaptive practice problems with instant feedback
- Preparation for SAT, ACT, and competitive exams
- Step-by-step solution explanations
- Weekly assessments and progress tracking
- Personalized learning paths based on strengths/weaknesses
Your Learning Journey
Career Progression
Detailed Course Curriculum
Explore the complete week-by-week breakdown of what you'll learn in this comprehensive program.
Topics Covered
- Real number system: natural, whole, integers, rational, irrational
- Number line and absolute value
- Properties of real numbers: commutative, associative, distributive
- Order of operations (PEMDAS/BODMAS)
- Exponents and exponent laws
- Scientific notation and significant figures
- Square roots and cube roots
- Simplifying radical expressions
- Variables and algebraic expressions
- Evaluating expressions for given values
- Combining like terms
- Translating word problems to algebraic expressions
Projects You Build
- Create a number system classification chart
- Real-world scientific notation problems
- Algebraic expression calculator design
Practice & Assignments
Daily: 50 problems on simplification and evaluation
Topics Covered
- Solving one-step equations
- Solving two-step equations
- Multi-step equations with distribution
- Equations with variables on both sides
- Equations with fractions and decimals
- Literal equations and formulas
- Linear inequalities in one variable
- Compound inequalities (AND/OR)
- Absolute value equations
- Absolute value inequalities
- Graphing inequalities on number line
- Word problems leading to linear equations
Projects You Build
- Budget planning with linear equations
- Distance-rate-time problem solver
- Inequality graphing tool
Practice & Assignments
Solve 100 equations and 50 inequalities with varying complexity
Topics Covered
- Polynomial terminology: degree, coefficient, constant
- Standard form of polynomials
- Adding and subtracting polynomials
- Multiplying monomials
- Multiplying polynomials (FOIL method)
- Multiplying binomials and trinomials
- Special products: (a+b)², (a-b)², (a+b)(a-b)
- Dividing polynomials by monomials
- Long division of polynomials
- Synthetic division introduction
- Pascal's triangle and binomial expansion
- Applications of polynomial operations
Projects You Build
- Polynomial calculator implementation
- Area and volume problems with polynomials
- Pascal's triangle pattern explorer
Practice & Assignments
Complete 150 polynomial operation problems
Topics Covered
- Greatest Common Factor (GCF)
- Factoring by grouping
- Factoring trinomials (a=1)
- Factoring trinomials (a≠1)
- Difference of squares
- Sum and difference of cubes
- Perfect square trinomials
- Complete factoring strategies
- Solving equations by factoring
- Zero product property
- Factor theorem introduction
- Applications in area and optimization
Projects You Build
- Factoring flowchart creation
- Projectile motion problems
- Optimization problem solver
Practice & Assignments
Factor 200 expressions of varying types
Topics Covered
- Graphing linear equations in two variables
- Slope and y-intercept
- Point-slope form and slope-intercept form
- Standard form and intercepts
- Parallel and perpendicular lines
- Systems of linear equations: graphical method
- Substitution method
- Elimination method
- Systems with no solution or infinite solutions
- Three-variable systems introduction
- Matrix representation of systems
- Word problems with systems
Projects You Build
- Supply and demand economic model
- Mixture problem solver
- Linear programming introduction
Practice & Assignments
Solve 100 systems using different methods
Topics Covered
- Points, lines, and planes
- Angles: acute, right, obtuse, straight, reflex
- Angle relationships: complementary, supplementary, vertical
- Parallel lines and transversals
- Triangles: classification by sides and angles
- Triangle sum theorem
- Exterior angle theorem
- Congruent triangles: SSS, SAS, ASA, AAS, HL
- Similar triangles and proportions
- Pythagorean theorem and its converse
- Special right triangles (45-45-90, 30-60-90)
- Triangle inequalities
Projects You Build
- Triangle solver application
- Architectural design with triangles
- Distance calculator using Pythagorean theorem
Practice & Assignments
Complete 150 geometry problems
Topics Covered
- Comprehensive review of algebraic concepts
- Review of equation solving techniques
- Polynomial and factoring review
- Systems of equations review
- Geometry fundamentals review
- Problem-solving strategies
- Test-taking techniques
Projects You Build
- Create comprehensive formula sheet
- Design practice test for peers
- Real-world application portfolio
Assessment
Phase 1 cumulative exam: a written paper mixing this phase with everything before it, plus targeted revision for anything shaky
Topics Covered
- Quadratic functions: f(x) = ax² + bx + c
- Graphing parabolas: vertex, axis of symmetry
- Maximum and minimum values
- Vertex form: f(x) = a(x-h)² + k
- Converting between standard and vertex form
- Completing the square method
- Quadratic formula derivation and application
- Discriminant and nature of roots
- Complex solutions introduction
- Sum and product of roots
- Quadratic inequalities
- Applications: projectile motion, optimization
Projects You Build
- Projectile motion simulator
- Profit maximization calculator
- Parabola art generator
Practice & Assignments
Solve 200 quadratic problems
Topics Covered
- Exponential functions: f(x) = aˣ
- Properties of exponential functions
- Exponential growth and decay
- The number e and natural exponential
- Compound interest formula
- Introduction to logarithms
- Common and natural logarithms
- Logarithm properties and laws
- Change of base formula
- Solving exponential equations
- Solving logarithmic equations
- Applications: population growth, radioactive decay
Projects You Build
- Compound interest calculator
- Population growth model
- pH scale explorer
Practice & Assignments
Master 150 exponential and logarithmic problems
Topics Covered
- Rational expressions: simplification
- Multiplying and dividing rational expressions
- Adding and subtracting rational expressions
- Complex fractions
- Rational equations
- Extraneous solutions
- Rational functions and graphs
- Vertical and horizontal asymptotes
- Holes in rational functions
- Inverse variation
- Joint and combined variation
- Applications in physics and engineering
Projects You Build
- Lens equation calculator
- Rate problem solver
- Asymptote visualizer
Practice & Assignments
Complete 150 rational expression problems
Topics Covered
- Function definition and notation
- Domain and range
- Function operations: addition, subtraction, multiplication, division
- Composite functions
- Inverse functions
- One-to-one functions
- Function transformations: translations
- Reflections and stretches
- Combining transformations
- Even and odd functions
- Piecewise functions
- Greatest integer function
Projects You Build
- Function transformation visualizer
- Composite function calculator
- Inverse function finder
Practice & Assignments
Work through 200 function problems
Topics Covered
- Circle equation: center-radius form
- General form of circle equation
- Ellipse: standard form and properties
- Hyperbola: standard form and properties
- Parabola review in conic context
- Identifying conic sections
- Translations of conics
- Systems involving conics
- Applications in astronomy and physics
Projects You Build
- Conic section grapher
- Orbital mechanics simulator
- Architectural design with conics
Practice & Assignments
Graph and analyze 100 conic sections
Topics Covered
- Distance formula in 2D and 3D
- Midpoint formula
- Section formula
- Area of triangle using coordinates
- Collinearity of points
- Equation of line: various forms
- Angle between two lines
- Distance from point to line
- Concurrent lines
- Locus problems
- Transformation geometry: rotation, reflection
- Coordinate proofs
Projects You Build
- Geometry solver application
- GPS distance calculator
- Computer graphics transformer
Practice & Assignments
Solve 150 coordinate geometry problems
Topics Covered
- Vector vs scalar quantities
- Vector notation and representation
- Vector addition and subtraction
- Scalar multiplication
- Magnitude of a vector
- Unit vectors
- Component form of vectors
- Dot product
- Angle between vectors
- Vector projections
- Applications in physics
- Cross product introduction (3D)
Projects You Build
- Force vector calculator
- Navigation system simulator
- Vector graphics editor
Practice & Assignments
Complete 100 vector problems
Topics Covered
- Arithmetic sequences
- Arithmetic series and sum formula
- Geometric sequences
- Geometric series and sum formula
- Infinite geometric series
- Convergence and divergence
- Sigma notation
- Recursive sequences
- Fibonacci sequence
- Mathematical induction
- Binomial theorem
- Applications in finance and nature
Projects You Build
- Loan amortization calculator
- Fibonacci pattern generator
- Series convergence tester
Practice & Assignments
Work through 150 sequence and series problems
Topics Covered
- Imaginary unit i
- Complex number form: a + bi
- Operations with complex numbers
- Complex conjugates
- Absolute value of complex numbers
- Complex plane (Argand diagram)
- Polar form of complex numbers
- De Moivre's theorem
- Roots of complex numbers
- Euler's formula introduction
- Applications in engineering
- Solving polynomial equations
Projects You Build
- Complex number calculator
- Mandelbrot set visualizer
- AC circuit analyzer
Practice & Assignments
Master 100 complex number problems
Topics Covered
- Comprehensive function review
- Advanced algebra synthesis
- Coordinate geometry mastery check
- Vector applications
- Complex problem solving
- Mathematical modeling
Projects You Build
- Design a complete function analysis tool
- Create mathematical model for real phenomenon
- Build comprehensive problem set with solutions
Assessment
Phase 2 cumulative exam: a written paper mixing this phase with everything before it, plus targeted revision for anything shaky
Topics Covered
- Angle measurement: degrees and radians
- Arc length and sector area
- Right triangle trigonometry
- Six trigonometric ratios: sin, cos, tan, csc, sec, cot
- Trigonometric ratios of special angles
- Reference angles and coterminal angles
- Unit circle and circular functions
- Trigonometric functions of any angle
- Signs of trigonometric functions in quadrants
- Exact values using unit circle
- Inverse trigonometric functions
- Principal values and general solutions
Projects You Build
- Unit circle interactive tool
- Height and distance calculator
- Trigonometric table generator
Practice & Assignments
Solve 200 basic trigonometry problems
Topics Covered
- Graphing sine and cosine functions
- Amplitude, period, and frequency
- Phase shift and vertical shift
- Graphing tangent and cotangent
- Graphing secant and cosecant
- Transformations of trigonometric graphs
- Combining trigonometric functions
- Damped oscillations
- Trigonometric modeling
- Applications: sound waves, tides
- Harmonic motion
- Fourier series introduction
Projects You Build
- Wave generator and analyzer
- Music synthesizer using trig functions
- Tidal prediction model
Practice & Assignments
Graph 150 trigonometric functions
Topics Covered
- Fundamental identities: Pythagorean, reciprocal, quotient
- Cofunction identities
- Even-odd identities
- Sum and difference formulas
- Double angle formulas
- Half angle formulas
- Product-to-sum formulas
- Sum-to-product formulas
- Proving trigonometric identities
- Simplifying trigonometric expressions
- Conditional identities
- Applications in physics and engineering
Projects You Build
- Identity prover application
- Trigonometric simplifier
- Physics formula derivation tool
Practice & Assignments
Prove 100 trigonometric identities
Topics Covered
- Solving basic trigonometric equations
- Equations involving multiple angles
- Equations with trigonometric identities
- Parametric equations
- Eliminating parameters
- Polar coordinates
- Converting between polar and rectangular
- Graphing in polar coordinates
- Rose curves and limacons
- Complex numbers in polar form
- Applications in navigation
- Spherical trigonometry basics
Projects You Build
- Parametric curve plotter
- Polar graphing calculator
- Navigation system using trigonometry
Practice & Assignments
Solve 150 trigonometric equations
Topics Covered
- Law of sines derivation
- Solving triangles with law of sines
- Ambiguous case (SSA)
- Law of cosines derivation
- Solving triangles with law of cosines
- Area of triangle formulas
- Heron's formula
- Applications in surveying
- Navigation problems
- Vector applications
- 3D trigonometry introduction
Projects You Build
- Triangle solver (all cases)
- Surveying application
- GPS triangulation simulator
Practice & Assignments
Solve 100 triangle problems
Topics Covered
- Introduction to limits
- Limit notation and terminology
- Evaluating limits graphically
- Evaluating limits numerically
- Evaluating limits algebraically
- One-sided limits
- Limits at infinity
- Infinite limits and vertical asymptotes
- Limit laws and properties
- Squeeze theorem
- Continuity at a point
- Types of discontinuities
Projects You Build
- Limit calculator and visualizer
- Continuity checker
- Asymptote analyzer
Practice & Assignments
Evaluate 200 limits
Topics Covered
- Rate of change and slope
- Average rate of change
- Instantaneous rate of change
- Definition of derivative
- Derivative as a limit
- Differentiability and continuity
- Basic differentiation rules
- Power rule
- Product rule introduction
- Quotient rule introduction
- Chain rule introduction
- Applications: velocity and acceleration
Projects You Build
- Derivative calculator
- Motion analyzer
- Tangent line grapher
Practice & Assignments
Find 150 derivatives
Topics Covered
- Logic and statements
- Truth tables
- Conditional statements
- Biconditional statements
- Logical equivalence
- Methods of proof: direct, indirect
- Proof by contradiction
- Proof by induction (detailed)
- Counter examples
- Set theory basics
- Relations and functions
- Mathematical writing
Projects You Build
- Proof validator
- Logic puzzle solver
- Set operation calculator
Practice & Assignments
Write 50 mathematical proofs
Topics Covered
- Matrix notation and terminology
- Types of matrices
- Matrix operations: addition, subtraction
- Scalar multiplication
- Matrix multiplication
- Properties of matrix operations
- Identity and inverse matrices
- Determinants (2x2 and 3x3)
- Properties of determinants
- Cramer's rule
- Matrix equations
- Applications in transformations
Projects You Build
- Matrix calculator
- Linear system solver using matrices
- Transformation visualizer
Practice & Assignments
Complete 100 matrix problems
Topics Covered
- Trigonometry comprehensive review
- Pre-calculus concepts review
- Limits and continuity review
- Mathematical reasoning review
- Problem-solving strategies
- Exam preparation techniques
Projects You Build
- Create trigonometry reference guide
- Design pre-calculus problem bank
- Build interactive review tool
Assessment
Phase 3 cumulative exam: a written paper mixing this phase with everything before it, plus targeted revision for anything shaky
Topics Covered
- Review of derivative concept
- Differentiation rules (complete)
- Derivatives of trigonometric functions
- Derivatives of exponential functions
- Derivatives of logarithmic functions
- Implicit differentiation
- Logarithmic differentiation
- Higher-order derivatives
- Related rates problems
- Linear approximation
- Differentials
- Error estimation
Projects You Build
- Complete derivative calculator
- Related rates problem solver
- Error analysis tool
Practice & Assignments
Solve 300 differentiation problems
Topics Covered
- Critical points and extrema
- First derivative test
- Second derivative test
- Concavity and inflection points
- Curve sketching (complete process)
- Optimization problems
- Maximum and minimum word problems
- Mean Value Theorem
- Rolle's Theorem
- L'Hôpital's Rule
- Newton's method
- Applications in economics and physics
Projects You Build
- Function analyzer (complete)
- Optimization problem solver
- Economic model calculator
Practice & Assignments
Complete 200 application problems
Topics Covered
- Antiderivatives and indefinite integrals
- Basic integration rules
- Integration by substitution
- Definite integrals
- Fundamental Theorem of Calculus
- Properties of definite integrals
- Integration by parts
- Trigonometric integrals
- Trigonometric substitution
- Partial fractions
- Improper integrals
- Numerical integration: trapezoid, Simpson's rule
Projects You Build
- Integration calculator
- Area calculator using integrals
- Numerical integration tool
Practice & Assignments
Evaluate 300 integrals
Topics Covered
- Area between curves
- Volume by disks and washers
- Volume by cylindrical shells
- Arc length
- Surface area of revolution
- Work and energy problems
- Center of mass
- Probability density functions
- Average value of a function
- Applications in physics
- Applications in economics
- Differential equations introduction
Projects You Build
- Volume calculator for solids
- Physics application solver
- Probability distribution analyzer
Practice & Assignments
Solve 150 application problems
Topics Covered
- Infinite sequences
- Convergence of sequences
- Infinite series
- Geometric series (calculus perspective)
- Test for divergence
- Integral test
- Comparison tests
- Ratio and root tests
- Alternating series
- Power series
- Taylor and Maclaurin series
- Applications of series
Projects You Build
- Series convergence tester
- Taylor series calculator
- Function approximator
Practice & Assignments
Analyze 100 series
Topics Covered
- Types of data: categorical, numerical
- Measures of central tendency: mean, median, mode
- Measures of spread: range, variance, standard deviation
- Quartiles and box plots
- Percentiles and percentile rank
- Frequency distributions and histograms
- Stem-and-leaf plots
- Scatter plots and correlation
- Linear regression
- Coefficient of determination (R²)
- Outliers and their effects
- Data transformation
Projects You Build
- Statistical calculator suite
- Data visualization dashboard
- Regression analysis tool
Practice & Assignments
Analyze 50 data sets
Topics Covered
- Sample spaces and events
- Classical probability
- Empirical probability
- Probability axioms
- Addition rule of probability
- Multiplication rule
- Conditional probability
- Independent and dependent events
- Bayes' theorem
- Permutations and combinations
- Binomial probability
- Expected value and variance
Projects You Build
- Probability calculator
- Monte Carlo simulator
- Game theory analyzer
Practice & Assignments
Solve 150 probability problems
Topics Covered
- Random variables: discrete and continuous
- Probability mass functions
- Probability density functions
- Cumulative distribution functions
- Binomial distribution
- Poisson distribution
- Geometric distribution
- Normal distribution
- Standard normal distribution (Z-scores)
- Central Limit Theorem
- Sampling distributions
- Chi-square distribution introduction
Projects You Build
- Distribution visualizer
- Normal probability calculator
- Sampling distribution simulator
Practice & Assignments
Work with 100 distribution problems
Topics Covered
- Point estimation
- Confidence intervals for means
- Confidence intervals for proportions
- Hypothesis testing framework
- Type I and Type II errors
- Z-tests for means
- T-tests: one-sample, two-sample, paired
- Tests for proportions
- Chi-square test for independence
- ANOVA basics
- P-values and significance levels
- Power of a test
Projects You Build
- Hypothesis testing calculator
- Confidence interval generator
- Statistical test selector
Practice & Assignments
Conduct 75 hypothesis tests
Topics Covered
- Competition mathematics strategies
- Number theory problems
- Combinatorics advanced
- Graph theory basics
- Game theory introduction
- Optimization techniques
- Mathematical modeling
- Cross-topic problem solving
- SAT/ACT preparation
- University entrance exam prep
- Mathematical competitions prep
Projects You Build
- Competition problem solver
- Mathematical game creator
- Exam preparation guide
Practice & Assignments
Solve 100 competition-level problems
Topics Covered
- University mathematics preview
- Study skills for higher math
- Mathematical maturity
- Abstract thinking development
- Proof-writing skills
- Advanced calculus preview
- Linear algebra introduction
- Discrete mathematics preview
- Mathematical career paths
- Further learning resources
Projects You Build
- University readiness portfolio
- Advanced topic exploration
- Learning plan for next level
Practice & Assignments
Complete university-level problem sets
Topics Covered
- Algebra complete review
- Geometry complete review
- Trigonometry complete review
- Functions and graphs review
- Calculus essentials review
- Statistics and probability review
- Problem-solving strategies review
- Formula compilation
Projects You Build
- Create comprehensive study guide
- Build formula reference app
- Design review problem sets
Topics Covered
- Cross-topic problem solving
- Time management strategies
- Error analysis and correction
- Mock exam practice
- SAT/ACT math practice
- AP Calculus practice
- Competition math practice
- Peer tutoring exercises
Assessment
FINAL EXAM: a comprehensive written paper covering every phase of the course. Passing earns the certificate; falling short earns a focused revision plan and a free retest
Projects You'll Build
Build a professional portfolio with 100+ mathematical tools, visualizers, and problem-solving applications real-world projects.
Weekly Learning Structure
Certification & Recognition
Technologies & Skills You'll Master
Comprehensive coverage of the entire modern web development stack.
Support & Resources
Career Outcomes & Opportunities
Transform your career with industry-ready skills and job placement support.
Prerequisites
Who Is This Course For?
Career Paths After Completion
Course Guarantees
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Straight answers about High School Mathematics: Algebra to Calculus (Grade 9-12)
- Who should take this course?
- Complete Beginner to Advanced High School. It suits high school students (grades 9-12); adults needing math skills; business owners needing quantitative skills.
- What will they learn and build?
- This accelerated program condenses 4 years of high school mathematics into an intensive 12-month journey. Whether you're a student seeking to excel, an adult learner filling gaps, or preparing for competitive exams, this comprehensive program covers every essential mathematical concept from grades 9-12.
- How deeply are topics covered?
- The course runs 12-14 months (52-60 weeks) at 2 live classes/week + 3-5 hours practice, across 4 phases listed week by week in the syllabus below. A structured, well-paced curriculum taught step by step, with hands-on practice in every session.
- Who teaches it?
- Modern Age Coders mentors, who teach the live classes themselves. You can watch them at work in the free class recordings before you decide.
- How do practice, feedback and assessment work?
- Monthly mixed reviews, cumulative phase exams, and a final exam that decides the certificate: real understanding, real problem-solving, with a free retest after revision if needed. Doubt support between classes over WhatsApp, so you are never left stuck. A certificate you earn by passing the final exam, with a free retest after revision if needed.
- What does it cost?
- Three monthly plans: a group batch, a mini batch and 1-on-1. Prices are shown in your currency in the plans section. Monthly billing, cancel any time.
- When can classes take place?
- Live classes are scheduled around your week. Group batches meet at a fixed weekly slot; 1-on-1 students choose their own. International students are scheduled in their own timezone. Ask on WhatsApp for the current slots.
- Can I watch the teaching before deciding?
- Yes. Full recordings of real 13 and up classes are free to watch, free with a Google sign-in. These recordings show how we teach, not the exact syllabus of this course. Some classes are in English and some in Hindi; everyone follows at their own pace. Watch a class end to end, like you are in it. Sessions are interactive and each moment builds on the last.
- Can I enroll without a live demo?
- Yes. Choose a plan on this page and enroll directly; a booking or a demo is not required. A free live demo is optional, for anyone who wants to meet a mentor first. Outside India, our team confirms the plan and completes payment with you over WhatsApp, so allow a little time for that step.
Common Questions About High School Mathematics: Algebra to Calculus (Grade 9-12)
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