#### Who are these video lessons for?

All students are capable of success in calculus, given the right support and resources. These lessons are specifically designed to help

- College Students taking Calculus I, II, III, Linear Algebra, or Differential Equations
- Students taking PreCalculus, Trig, or Math Analysis
- High school students taking AP Calculus AB or BC
- Homeschool Students preparing for an AP Exam
- Persons returning to school after a period of time

#### Why would I need these video lessons?

If a student is feeling anxious, their grades are slipping, having difficulty managing their time and commitments, or struggling to grasp new and/or old concepts, than having an added resource and a place to seek answers and support is sometimes needed. Even if a student has helpful and knowledgeable teachers, and active and supportive parents at home, some students benefit from having more personalized instruction.

#### Why do some students struggle with Calculus?

Calculus is the study of change, cause and effect. Therefore, a student will continually need to draw upon their knowledge of Algebra, Geometry, Trigonometry, and Functions as they apply to derivatives and integrals in order to solve multifaceted problems. Additionally, students are also learning to read a math textbook, which can be cumbersome at times, and muddle through complex concepts with little to no explanation.

#### What will I gain from these videos?

By providing detailed, step-by-step instruction for all major concepts taught in an Calculus class, a student will gain a greater understanding, insight, mastery and confidence of the calculus curriculum. The key to unlocking achievement and potential is continuous effort, not strength of mind or intelligence; these videos and tutorials, along with consistent practice and effort, will provide the leverage a student needs for success.

#### What is included in each video tutorial?

A calculus lesson/topic will be presented in detail with an abundance of step-by-step examples in order to ensure mastery and understanding. A student will advance in their mastery of a calculus topic, and will in turn be able to apply each concept to tests and final exams.

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