Pass AP Calculus in 25 days, and build a TED-worthy project that sets your college application apart.

AP Calculus AB

We believe in providing two things for our students: 1) the fastest feedback possible and 2) real-world problems that demonstrate the relevance of what you’re learning in class. If you need help at 2 am, you’ll have access to Bumblebee, our 24/7 AI-tutor who can walk you through every problem. And as you progress, you’ll have new opportunities every month to build technical solutions to real-world problems, granting you an employable skillset and highly competitive portfolio to make your college and job applications stand out. This is Calculus like you’ve never seen it before: realistic, relatable, and relevant.

Monthly Awards

Each month, students will receive the following for completing the course with an 50% or higher. An additional Certificate of Excellence will be awarded for passing the course with an 80% or higher.

  • Collectible Certificate of Completion

    Each month has a uniquely collectible Certificate of Completion. Collect all 8 to receive a free Myntor t-shirt (men and women sizes available).

  • Officially Serialized Portfolio Document

    An official document that provides college or job recruiters with your projects' Feedback, Reception, and Performance at Demo Day.

HOW IT WORKS

  • Daily Homework

    Homework is assigned daily. Walkthroughs, video lectures, and hints are provided to help students score 100%.

  • Weekly Test

    Every week there is a Chapter Test. Test questions are pulled directly from the homework - so if students do well on the homework, the tests are easy.

  • Monthly Demo Day

    Students present their work to 50+ parents, professionals, and investors at a nationwide, livestreamed Demo Day hosted by Myntor.

DOWNLOADS

CALENDAR

Select "August 2020" at the top of the calendar

CURRICULUM

 

Chapter 1:
Limits
  1. Computing Limits Graphically
  2. Evaluating Limits
  3. Continuity, 1-sided Limits
  4. Infinite Limits

Chapter 2: 
Differentiation
  1. Derivatives and Tangent Lines
  2. Basic Rules and Rate of Change
  3. Product/Quotient Rules
  4. Chain Rule
  5. Implicit Differentiation
  6. Derivatives of Inverse Functions
  7. Related Rates

Chapter 3: 
Applications of Differentiation
  1. Extrema
  2. Mean Value Theorem
  3. First Derivative Test
  4. Second Derivative Test/Concavity
  5. Limits and Infinity
  6. Curve Sketching
  7. Optimization

Chapter 4: 
Integration
  1. Antiderivatives and Indefinite Integrals
  2. Area
  3. Riemann sums and definite Integrals
  4. Fundamental Theorem of Calculus
  5. Substitution
  6. Trapezoidal Rule
  7. Natural Logarithm Integrals
  8. Hyperbolic Functions

Chapter 5: 
Applications of Integration
  1. Slope Field
  2. Growth & Decay
  3. Separation of Variables

Chapter 6: Area/Volume
  1. Area of Region between 2 curves
  2. Volume – Disc/Washer
  3. Volume – Shell
Watch Intro Video

TRAILER