Sign In
Most sought after High School Math Program in the US & Canada
The AP Math Genius Program
by Prof Ved
Prof Ved's AP Math Genius Program takes children in grades 8 and beyond and builds the kind of mathematical mastery that puts them ahead in high school and AP exams.
25,000+
Families enrolled
AP & College
ready
AP Math Genius Program
by Prof Ved
★★★★★
25,000+
families across the US & Canada
trust Prof Ved's AP Math Genius Program
trust Prof Ved's AP Math Genius Program
"
My daughter skipped two grade levels in less than a year. Her teacher called us in to ask what we were doing differently — we said Prof Ved.
✓ No long commitment
✓ Cancel anytime
✓ Free trial class
Free · No obligation
25,000+ families
Free Trial Class · Grades KG–12
Make your child a Math Genius
One free class. No commitment. See the Prof Ved approach to powerful math learning firsthand.
Designed in Palo Alto, California
Exclusive for US & Canada families
Helps excel in school, competitions, and beyond
★★★★★
Trusted by 25,000+ families
Have questions?
Talk to us on WhatsApp
Why parents choose this program
What AP Math Genius Program does
for your child
This isn't tutoring or test-prep. It's a complete mathematical education — built to take high school students to the top of their AP exams, competitions, and college applications.
Score 5s. Win competitions. Stand out in admissions.
Students build the kind of deep mathematical fluency that shows up everywhere — on AP exams, in AMC and AIME results, and in college applications that need more than good grades to get noticed.
AP 5s — not by luck, by preparation
The program goes far deeper than what AP exams test. Students who understand the why behind every concept consistently outperform those who only practice problems.
A real edge in AMC, AIME, and beyond
Competition math rewards the kind of thinking this program trains — not memorized formulas, but flexible problem-solving strategies that hold up under pressure.
Speed and fluency that free up thinking
When arithmetic and algebra become automatic, students stop burning mental energy on mechanics — and start spending it on the hard parts of hard problems.
College-ready before they apply
Students leave the program genuinely prepared for college-level mathematics — not just familiar with the topics, but comfortable with the rigour and pace.
The math confidence colleges can see
AP scores, competition results, and the kind of intellectual self-assurance that comes through in interviews and essays — this program builds all three.
How the program works
Designed for deep mastery,
not just practice
Every element of this program is built around one goal: wiring your child's brain for mathematics so that it becomes effortless and enjoyable.
01
Live Classes
Small batches for a focused, interactive environment. Prof Ved teaches concepts directly — no passive watching.
02
Video Lessons
On-demand lessons to revisit concepts, move ahead, or review at the student's own pace.
03
Daily Genius Activities
Short, focused 30–45 minute activities by Prof Ved. Feedback is provided on every activity. This is where the real wiring happens.
04
Daily Monitoring & Review
Your child's progress is monitored & reviewed every day. This ensures nothing gets left behind as students move forward.
05
Certificates & Awards
Achievements are recognised throughout the program, keeping students motivated and proud of their progress.
06
America's Math Genius Award
Selected students who demonstrate exceptional performance are nominated for the prestigious America's Math Genius Award — a meaningful recognition of mastery.
07
Inspiring Resources
Students are encouraged to watch math documentaries and read about great mathematicians throughout the program.
08
Brain Rewiring
Consistent daily practice creates fundamental changes in how the brain handles numbers — math becomes instinct, not effort.
High school students
Small batch sizes
Student-centric progression
Feedback on every activity
U.S. & Canada families
🎓 Making Math Every Child's Super Power
At VedX, our mission is to cultivate deep mathematical thinking, structured problem-solving ability, and long-term academic confidence. Under the mentorship of Prof. Ved, students don't just learn math — students develop the analytical foundation that supports advanced academics, competitive pathways, and future STEM success.
See how Prof Ved's Math Genius Program is transforming lives of students across the U.S. and Canada.
Make Math your Child's Superpower 🚀
Enroll in America's most powerful Math Program — trusted by 25,000+ families across the U.S. and Canada. Book a free trial class with Prof. Ved.
Book a Free Trial ClassMeet Prof Ved
Trusted by families across the U.S. & Canada — backed by 20+ years of teaching excellence, 100,000+ student impact, and global recognition.
20+ Years
Experience in Mathematics Training
100,000+ Students
Impacted Globally
USA & Canada
Serving Families Across North America
Global Awards
Recognized for Excellence in Education
The Educator Behind the Math Genius Movement
From USA Today to Fox News, from global education summits to national awards — Prof Ved has emerged as one of the most trusted voices shaping math education across America and Canada.
A Stanford-trained innovator and IIT Bombay alumnus, Prof Ved has dedicated over two decades to transforming how children learn math — empowering thousands of students, inspiring educators, and shaping the future of STEM learning.
Explore his growing impact through featured articles, expert interviews, thought leadership panels, and global media recognition.
Prof Ved At A Glance
- 🚀 Educator on a mission to make math every child's superpower
- 🏛️ Stanford-trained Innovator & IIT Bombay Alumnus
- 📍 Based in Palo Alto, California
- 🏆 National Award-Winning Math Educator
- 🌍 Impacted 100,000+ Students Across 30+ Countries
- 🧠 20+ Years of Transformative Math Education
- 📰 Featured in USA Today, CNBC, Yahoo & More
- 📢 Speaker, Mentor & Education Entrepreneur
Connect with PROF VED
Prof Ved's transformative work in math education has been featured by top media platforms across America and Canada — from USA Today to CNBC — recognizing his mission to make math every child's superpower.
Fox News
USA Today
CNBC
Yahoo Finance
AP News
Benzinga
Morning Star
ANI News
Prof. Ved's
AP Math Genius Program Curriculum
A complete high school math pathway — from Algebra through AP Calculus — built for students who want to go further, faster, and deeper.
A
Course One
Algebra I — Accelerated
1.
Linear Equations & Inequalities
5 Weeks
1.1 Solving one- and two-step linear equations
1.2 Solving and graphing linear inequalities
1.3 Absolute value equations and inequalities
1.4 Graphing linear equations on the coordinate plane
1.5 Systems of linear equations and inequalities
2.
Functions & Graphs
6 Weeks
2.1 Function notation and definitions
2.2 Domain and range
2.3 Operations on functions and composite functions
2.4 Transformations of functions
2.5 Inverse functions
2.6 Introduction to exponential and logarithmic functions
3.
Quadratic Equations & Functions
5 Weeks
3.1 Solving quadratic equations by factoring
3.2 Completing the square
3.3 The quadratic formula and the discriminant
3.4 Graphing quadratic functions — vertex, axis of symmetry, parabolas
3.5 Applications of quadratic equations
4.
Polynomial & Rational Expressions
5 Weeks
4.1 Operations on polynomials — addition, subtraction, multiplication
4.2 Polynomial division and the remainder theorem
4.3 Factoring polynomials completely
4.4 Rational expressions — simplifying, adding, subtracting, multiplying, dividing
4.5 Solving rational equations
5.
Exponents, Radicals & Statistics
4 Weeks
5.1 Laws of exponents and scientific notation
5.2 Square roots, cube roots, and radical expressions
5.3 Rational and irrational numbers
5.4 Exponential growth and decay models
5.5 Data analysis — mean, median, variance, correlation vs. causation
B
Course Two
Geometry — Honors
1.
Foundations, Logic & Proof
5 Weeks
1.1 Points, lines, planes, and basic definitions
1.2 Inductive and deductive reasoning
1.3 Conditional statements, converses, contrapositives
1.4 Two-column and paragraph proofs
1.5 Geometric constructions with compass and straightedge
2.
Parallel Lines, Perpendicular Lines & Angles
4 Weeks
2.1 Angle pairs — complementary, supplementary, vertical angles
2.2 Parallel lines cut by a transversal — angle relationships
2.3 Proving lines parallel
2.4 Perpendicular lines and slope relationships
3.
Congruent Triangles & Relationships within Triangles
6 Weeks
3.1 Triangle classifications and angle sum theorem
3.2 Congruence criteria — SSS, SAS, ASA, AAS, HL
3.3 Isosceles and equilateral triangle theorems
3.4 Midsegments, medians, altitudes, and angle bisectors
3.5 Triangle inequality and Hinge Theorem
4.
Similarity, Right Triangles & Trigonometry
6 Weeks
4.1 Similar polygons and scale factors
4.2 Similarity criteria — AA, SSS, SAS
4.3 Pythagorean theorem and its converse
4.4 Special right triangles — 30-60-90 and 45-45-90
4.5 Trigonometric ratios — sine, cosine, tangent
4.6 Angles of elevation and depression
5.
Quadrilaterals, Polygons & Circles
6 Weeks
5.1 Properties of parallelograms, rectangles, rhombuses, and squares
5.2 Trapezoids and kites
5.3 Circles — arcs, chords, tangents, and secants
5.4 Inscribed angles and central angles
5.5 Arc length, sector area, and circle equations
6.
Coordinate Geometry, Transformations & 3D Solids
5 Weeks
6.1 Coordinate proofs — distance, midpoint, slope
6.2 Transformations — translations, reflections, rotations, dilations
6.3 Symmetry and congruence under transformations
6.4 Surface area and volume of prisms, pyramids, cylinders, cones, and spheres
6.5 Cross-sections of three-dimensional figures
C
Course Three
Algebra II
1.
Linear Functions & Systems Review
4 Weeks
1.1 Functions, inverses, and piecewise functions
1.2 Linear systems — substitution, elimination, matrices
1.3 Systems of three equations in three variables
1.4 Linear programming and inequalities in two variables
2.
Quadratic Functions & Complex Numbers
6 Weeks
2.1 Solving quadratics — all methods reviewed and extended
2.2 Complex numbers — definition, arithmetic, complex plane
2.3 The discriminant and nature of roots
2.4 Sum and product of roots (Vieta's formulas)
2.5 Parabolas, vertex form, and transformations
3.
Polynomial Functions
7 Weeks
3.1 End behavior, degree, and leading coefficients
3.2 Polynomial long division and synthetic division
3.3 Remainder theorem, factor theorem, rational root theorem
3.4 Finding real and complex zeros
3.5 Fundamental theorem of algebra
3.6 Graphing polynomial functions
4.
Rational & Radical Functions
5 Weeks
4.1 Rational functions — domain, asymptotes, holes
4.2 Graphing rational functions
4.3 Radical functions and rational exponents
4.4 Solving radical and rational equations
5.
Exponential & Logarithmic Functions
6 Weeks
5.1 Exponential functions — growth, decay, the number e
5.2 Logarithms — definition, properties, change of base
5.3 Natural logarithm and Euler's number
5.4 Solving exponential and logarithmic equations
5.5 Real-world applications — compound interest, half-life
6.
Trigonometry, Sequences & Statistics
5 Weeks
6.1 Introduction to the unit circle and radian measure
6.2 Graphs of sine and cosine functions
6.3 Arithmetic and geometric sequences and series
6.4 Introduction to probability and statistics
6.5 Normal distributions and the binomial theorem
D
Course Four
Precalculus with Trigonometry
1.
Advanced Functions & Analytical Algebra
5 Weeks
1.1 Polynomial and rational function review — deep analysis
1.2 Asymptotes, end behavior, and graphing strategies
1.3 Even and odd functions
1.4 Advanced function transformations and compositions
1.5 Complex numbers and the complex plane
2.
Exponential, Logarithmic & Power Functions
5 Weeks
2.1 Exponential models — growth, decay, logistic models
2.2 Logarithmic functions — all properties and proofs
2.3 Natural exponential and natural log in depth
2.4 Solving complex exponential and logarithmic equations
3.
Trigonometric Functions
7 Weeks
3.1 Unit circle — all values, radian and degree measure
3.2 The six trigonometric functions and their graphs
3.3 Amplitude, period, phase shift, and vertical shift
3.4 Inverse trigonometric functions
3.5 Solving trigonometric equations
4.
Trigonometric Identities & Applications
6 Weeks
4.1 Pythagorean, reciprocal, and quotient identities
4.2 Sum and difference identities for sine, cosine, tangent
4.3 Double-angle and half-angle identities
4.4 Law of Sines and Law of Cosines
4.5 Applications — bearing, navigation, area of oblique triangles
5.
Analytic Geometry — Conic Sections
6 Weeks
5.1 Circles — standard form and equations
5.2 Ellipses — equations, foci, major/minor axes
5.3 Hyperbolas — equations, asymptotes, foci
5.4 Parabolas in conic form
5.5 Identifying and graphing all conics
6.
Sequences, Series, Vectors & Limits
5 Weeks
6.1 Arithmetic and geometric sequences and series
6.2 Sigma notation and infinite geometric series
6.3 Vectors — magnitude, direction, operations, dot product
6.4 Polar coordinates and polar equations
6.5 Introduction to limits and continuity
E
Course Five
AP Calculus AB / BC
1.
Limits & Continuity
5 Weeks
1.1 Introducing limits — intuitive and graphical understanding
1.2 Estimating limits from tables and graphs
1.3 Algebraic techniques for finding limits
1.4 Continuity — definition, types of discontinuity
1.5 Limits at infinity and horizontal asymptotes
1.6 Intermediate Value Theorem
2.
Differentiation — Definition & Fundamental Rules
5 Weeks
2.1 The derivative as a limit — definition and notation
2.2 Power rule, constant rule, sum and difference rules
2.3 Product rule and quotient rule
2.4 Derivatives of trig, exponential, and logarithmic functions
2.5 Differentiability and local linearity
3.
Differentiation — Composite, Implicit & Inverse Functions
5 Weeks
3.1 The chain rule
3.2 Implicit differentiation
3.3 Derivatives of inverse functions
3.4 Derivatives of inverse trig functions
3.5 Higher-order derivatives
4.
Contextual Applications of Differentiation
4 Weeks
4.1 Rates of change — position, velocity, acceleration
4.2 Related rates
4.3 Linear approximation and L'Hôpital's Rule
4.4 Mean Value Theorem
5.
Analytical Applications of Differentiation
5 Weeks
5.1 Extreme Value Theorem and critical points
5.2 Increasing/decreasing intervals and the first derivative test
5.3 Concavity, inflection points, and the second derivative test
5.4 Curve sketching using calculus
5.5 Optimization problems
6.
Integration & Accumulation of Change
7 Weeks
6.1 Riemann sums — left, right, midpoint, trapezoidal
6.2 Definite integrals — definition and properties
6.3 Fundamental Theorem of Calculus — Parts 1 and 2
6.4 Antiderivatives and indefinite integrals
6.5 U-substitution
6.6 [BC] Integration by parts, partial fractions, improper integrals
7.
Differential Equations
4 Weeks
7.1 Slope fields and visual solutions
7.2 Separable differential equations — general and particular solutions
7.3 Exponential growth and decay models
7.4 [BC] Logistic models and Euler's method
8.
Applications of Integration
5 Weeks
8.1 Average value of a function
8.2 Net change and particle motion
8.3 Area between curves
8.4 Volumes of solids — disk, washer, and shell methods
8.5 [BC] Arc length and area of surfaces of revolution
9.
[BC] Parametric, Vector & Polar Functions
4 Weeks · BC Only
9.1 Parametric equations — derivatives and arc length
9.2 Vector-valued functions — position, velocity, acceleration
9.3 Polar functions — graphs, derivatives, and areas
10.
[BC] Infinite Sequences & Series
6 Weeks · BC Only
10.1 Convergence and divergence of sequences
10.2 Geometric series and the nth term test
10.3 Integral, comparison, limit comparison, ratio, and root tests
10.4 Alternating series and absolute/conditional convergence
10.5 Power series — radius and interval of convergence
10.6 Taylor and Maclaurin series
Join Prof Ved’s AP Math Genius Program
Simple monthly enrollment | No upfront fee | Cancel anytime
A low-risk way to help your child build strong math skills, confidence, and problem-solving ability.
Grades 8–12
No Upfront Fee
Cancel Anytime
Join Anytime
Two Live Weekly Classes
Special Limited-Time Pricing
Monthly Program Fee
$350
$299/month
A powerful program for middle/high school students who are ready to grow strongly in math.
Your child receives:
- Two live weekly math classes
- Daily math activities for practice and fluency
- Daily guidance and encouragement from their math coach
- Strong conceptual understanding and problem-solving training
- Ongoing motivation, growth, and confidence building
- Helps students perform strongly in school tests
Try the program with confidence. There is no upfront fee, and if it is not the right fit, you can cancel anytime.
Special price valid only for the next few days.
Free · No obligation
25,000+ families
Free Trial Class · Grades KG–12
Make your child a Math Genius
One free class. No commitment. See the Prof Ved approach to powerful math learning firsthand.
Designed in Palo Alto, California
Exclusive for US & Canada families
Helps excel in school, competitions, and beyond
★★★★★
Trusted by 25,000+ families
Have questions?
Talk to us on WhatsApp
Two separate fees to be paid:
One-Time LMS & Education Material Fee + Monthly Fee
One-Time LMS FEE
$1000
$599
Spcl price valid only for the next few days!
Monthly Fee
$225
$189
Spcl price valid only for the next few days!
AP MATH GENIUS FEES
Two separate fees to be paid:
One-Time LMS & Education Material Fee + Monthly Fee
One-Time LMS FEE
$1000
$599
Spcl price valid only for the next few days!
Monthly Fee
$350
$299
Spcl price valid only for the next few days!
