| content serial |
Description |
| 1 | Limits and rate of change
Concept of limits
Finding limits
Change rate |
| 2 | Definition of derivative
Finding derivative by definition |
| 3 | Techniques for finding derivatives
Derivative of a constant
Derivative of a polynomial function |
| 4 | Derivative of products, quotient and chain rule
Finding derivative of products
Finding derivative of quotients
Derivative by chain rule |
| 5 | Exponential and logarithmic function derivatives
Derivative of exponential function
Derivative of logarithmic functions |
| 6 | Continuity and differentiability
Determine if a function is continuous or not
Definition of differentiability
Studying differentiability of a function |
| 7 | Maxima and Minima
The concept of the maxima and minima of a function
|
| 8 | Applications of maxima and minima in economics and business
Applications of maxima and minima in economics
Applications of maxima and minima in business |
| 9 | Antiderivatives
indefinite integrals
Concept of indefinite integral
Rules of integrations
Integration by substitution |
| 10 | Area of the definite integral
Concept of definite integral
Finding definite integral
Area under the curve and definite integral |
| 11 | The fundamental theorem of calculus
The concept of the fundamental theorem of calculus |
| 12 | Applications of integrals
Applications of integral in economics
Applications of integral in business |
| 13 | |
| 14 | |
| 15 | |
| 16 | |
| 1 | Limits and rate of change
Concept of limits
Finding limits
Change rate |
| 2 | Definition of derivative
Finding derivative by definition |
| 3 | Techniques for finding derivatives
Derivative of a constant
Derivative of a polynomial function |
| 4 | Derivative of products, quotient and chain rule
Finding derivative of products
Finding derivative of quotients
Derivative by chain rule |
| 5 | Exponential and logarithmic function derivatives
Derivative of exponential function
Derivative of logarithmic functions |
| 6 | Continuity and differentiability
Determine if a function is continuous or not
Definition of differentiability
Studying differentiability of a function |
| 7 | Maxima and Minima
The concept of the maxima and minima of a function
|
| 8 | Applications of maxima and minima in economics and business
Applications of maxima and minima in economics
Applications of maxima and minima in business |
| 9 | Antiderivatives
indefinite integrals
Concept of indefinite integral
Rules of integrations
Integration by substitution |
| 10 | Area of the definite integral
Concept of definite integral
Finding definite integral
Area under the curve and definite integral |
| 11 | The fundamental theorem of calculus
The concept of the fundamental theorem of calculus |
| 12 | Applications of integrals
Applications of integral in economics
Applications of integral in business |
| 13 | |
| 14 | |
| 15 | |
| 16 | |
| 1 | Limits and rate of change
Concept of limits
Finding limits
Change rate |
| 2 | Definition of derivative
Finding derivative by definition |
| 3 | Techniques for finding derivatives
Derivative of a constant
Derivative of a polynomial function |
| 4 | Derivative of products, quotient and chain rule
Finding derivative of products
Finding derivative of quotients
Derivative by chain rule |
| 5 | Exponential and logarithmic function derivatives
Derivative of exponential function
Derivative of logarithmic functions |
| 6 | Continuity and differentiability
Determine if a function is continuous or not
Definition of differentiability
Studying differentiability of a function |
| 7 | Maxima and Minima
The concept of the maxima and minima of a function
|
| 8 | Applications of maxima and minima in economics and business
Applications of maxima and minima in economics
Applications of maxima and minima in business |
| 9 | Antiderivatives
indefinite integrals
Concept of indefinite integral
Rules of integrations
Integration by substitution |
| 10 | Area of the definite integral
Concept of definite integral
Finding definite integral
Area under the curve and definite integral |
| 11 | The fundamental theorem of calculus
The concept of the fundamental theorem of calculus |
| 12 | Applications of integrals
Applications of integral in economics
Applications of integral in business |
| 13 | |
| 14 | |
| 15 | |
| 16 | |