Edit: ANNOUNCEMENT—This series has reached its max learners. If you're interested in another similar series, please check back around August for a crash course :) This series will cover the content of a AP® Calculus AB and AP® Calculus BC (2 Additional Units on top of AB) PREREQ: Pre-Calculus: A strong background in Algebra AND Trig. Why the Prereq? Since this is a summer crash course of Calculus, there won't be enough time to dedicate an entire unit on algebra/trig review. Also, to be able to handle the speed of the series, you need to have successfully completed Pre-Calculus. STRUCTURE: 1. Lecture (60-90 min) 2. Optional Homework *repeat above until unit is complete* 3. Problem Set for the Unit 4. Unit TEST Here is the syllabus for the series: AB Calculus: Units 1-8 BC Calculus: Units 1-11 1. Limits 2. Intro to Differentiation 3. Advanced Differentiation 4. Intro to Integration 5. More Differentiation and Integration 6. Applications of Differentiation 7. Integration Techniques 8. Applications of Integration BC ONLY || 8.5 Additional Integration Techniques BC ONLY || 9. Polar BC ONLY || 10. Vectors BC ONLY || 11. Series

I am back to host another wonderful series: LINEAR ALGEBRA! I hope you all can join! This series will cover the content of a semester of college Linear Algebra and is traditionally taken after Calculus PREREQ: Pre-Calculus (Surprising, right?) . . . but I STRONGLY recommend a successful completion of AP® Calculus BC why the Prereq? You don't use Calculus in this course, but understanding vectors and matrices well will get you ahead. The only part in AP® Calculus BC useful for this is the vectors unit, so please review that on your own because we will do a quick recap of the basics of vectors and matrices when this series begins! STRUCTURE: 1. Lecture (60-90 min) 2. Optional Homework *repeat above until unit is complete* 3. Problem Set for the Unit 4. Unit TEST Here is the syllabus for the series: 1. Matrices and Systems of Equations 2. Matrix Operations and Matrix Inverses 3. Determinants 4. Norm, Inner Product, and Vector Spaces 5. Basis, Dimension, and Subspaces 6. Linear Transformations 7. Eigenvalues and Eigenvectors

I am back to host another wonderful series: Multivar./VECTOR CALCULUS! I hope you all can join! This series will cover the content of a semester of college Multivar./Vector Calculus PREREQ: Calculus 1 and Calculus 2 OR Successful Completion of AP® Calculus BC why Prereq? It is expected that you know how to take derivatives and integrals of single variable functions! STRUCTURE: 1. Lecture (45-60 min) 2. Homework *repeat above until unit is complete* 3. Problem Set for the Unit 4. Unit TEST Here is the syllabus for the series: Main Topics: 1. Vectors and the Geometry of Space 2. Partial Derivatives 3. Multiple Integrals 4. Vector Calculus

This summer-long course will cover all 8 units of AP Calculus AB + the 2 additional units of AP Calculus BC BEFORE the school year begins. Essentially, Calculus BC includes all of AB + 2 additional units: Polars/Parametrics/Vectors and infinite sequences/series. Structure of the Series: 1. Office hours/Makeup session: - Will always be an hour before the official session - A space where you can ask questions on past assessments or problem sets - You can ask any AP Exam question in general - I will catch you up on anything that you have missed from a previous session 2. OFFICIAL SESSION: - lecture style w/notes - Problem Sets assigned PER "UNIT" - Official AP Exam Questions

This summer-long course will cover all 4 DSAT Math Domains: Algebra, Advanced Math, Problem-Solving/Data Analysis, and Geometry/Trigonometry BEFORE the August SAT. One unique thing about this series is the Desmos integrated teaching I will provide to ensure that you master Desmos to solve problems faster.