About the course
In this course, we will delve deeper into fundamental mathematical functions, including polynomial, exponential, logarithmic, rational, and trigonometric functions. We will explore their properties and applications in everyday life. In the Calculus section, we will cover the concept of limits and how they are used to determine the instantaneous rate of change of a function, leading to the concept of derivatives. We will study the rules, properties, and formulas for differentiating all the functions covered in the first section of the course. Finally, we will discuss vectors, their properties, and the main operations that can be performed with them.
Example Curriculum
- The Linear and Quadratic functions
- Polynomial Functions Quick Guide
- Example - How to calculate the degree of a polynomial function when a table of values is given (3:14)
- Example - How to find the leading coefficient of a polynomial function when a table of values is given (1:08)
- Example - How to find an equation of a polynomial function when a table of values is given (4:48)
- The Rate of Change of a Polynomial Function - Introduction (3:26)
- Average Rate of Change of a Polynomial Function - Example part 1 (1:59)
- Average Rate of Change of a Polynomial Function - Example part 2 (2:15)
- Average Rate of Change of a Polynomial Function - Example part 3 (2:13)
- Average Rate of Change of a Polynomial Function - Example part 4 (2:38)
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