**Narration language: Arabic **

**Material language: English **

**Description**

Calculus B is the second math course of calculus. Calculus is the study that deals with the finding of derivatives and integrals of functions, by methods originally based on the summation of infinitesimal differences. This course was made by experienced teachers that did their best to help you learn the theory behind each topic in the easiest way possible using animation, this course will also teach you step by step how to solve each topic with different approache. in addition you will have a list of problems you can solve with a guided gaming program that will help you in achieving a deep understanding of the subject, you will also get a costumize exam to your needs that you can test your self with it to see if you have achieved the best result.

**By the end of this course you will learn**

* L-Hopital Rule including deciding when to use it

* Aplication of integration, using integration to find area , volume , arc length , surface area of 3d object, and some physics application

*Techniques of Integration, including integration by parts, trigonometric integrals and substitution, solving integration by partial fractions, improper integrals

*Parametric Equation and Polar Coordinates, how to define and use parametric equations and polar cooridnates including finding the length and area in polar coordinates

*Infinite Sequences and Series, including taylor and maclaurin series

**Requirements**** **

You should have a decent foundation in Algebra. If you have some experience with Trigonometry and Precalculus, that will definitely be helpful, but it's not absolutely necessary. you should have a good foundation in calculus A which has limits, differentiation and integration

**WHAT YOU GET INSIDE OF EVERY TOPIC:**

**Theory videos**: we will explain the theory to you using simple animation that will help you get the point easily and effortlessly. you will get excited learning the theory with these and you will have fun watching each theory being unfold

**Practical videos**: we solve problems for every single math issue you’ll encounter in class. We start from the beginning as we explain the problem setup and why its set it up that way, and slove it step by step for you to understand each part as we go along

**Notes**: The notes section of each lesson is where you find the most important things to remember. Everything you need to know will be given to you in these notes

**(COMING SOON) Practice game**: When you think you’ve got a good grasp on a topic within a course, you can test your knowledge by taking the practice game. this game is designed to help you with understanding the topic and it will gradually increase the difficulty questions till you finish it and by the end of this game. you will get a chart that identify your weakness and you can continue the game to eliminate that weekness

**(COMING SOON) Customized exam**; after finishing some number of the topics within this course and you feel confident in your knowledge in them. you can customize an exam for these topics and pick the time you want to take the exam for it and the number of questions in that exam and test yourself with it. after the exam finish you will get a grade for the exam and see if you accomplished your goals in this course.

**Supervisor**: if you didn’t understand something in the video ask a question using the comments below the notes and one of our teachers will answer and explain it to you in a very through approach

**(COMING SOON) Question Bank**: you have a problem that you cant solve search through our hunderd of questions and solutions in our question bank

- Curves Defined by Parametric Equations
- Calculus with Parametric curves
- Polar Coordinates
- Areas and Lengths in Polar Coordinates

- Sequences
- Series
- The Integral Test and Estimates of Sums
- The Comparison Test
- Alternating Series
- Absolute Convergence and The Ratio and Root Tests
- Power Series
- Representations of Functions as Power Series
- Taylor and Maclaurin Series

## Comments and Questions