Class Description

In this introductory Calculus course, I introduce some advanced mathematics topics, which are very useful in Science and Engineering fields. Many of the concepts introduced in calculus can be challenging to grasp so I will take you through a step-by-step approach with several illustrations to ensure that you understand these concepts deeply.

Curriculum For This Course:
-> Limits
-> Continuity
-> Differentiation
-> Integration

Course materials include:
-> 2 audios
-> 9 videos
-> 8 notes
-> 3 quizzes
So whether you consider yourself great at math or not, my goal is to help you improve your scores. this course,  and our hope is that at the end you will find yourself more comfortable with tackling Calculus related problems in your exams.

Discussion Forums:

The course discussions boards are an important aspect of this course which will enable you to get your questions answered in depth either by the instructors or your classmates.





Prerequisites

Algebra and Geometry



₦ 500

Enroll for Class

Rating:

  • (1)

Includes:

21 Slideshows

4 Audio files

15 Notes

6 Quizes

What you will learn

In this course, you will learn the key topics that will be tested in the second semester Calculus and
Coordinate Geometry classes. A lot of attention will be paid to showing you how you can apply what you learn to solving the types of questions you will likely be tested on.

Topics covered in this course include:

-> Limits

-> Continuity

-> Differentiation

-> Integration



Lessons

Introduction Preview
Logarithms
Logarithms Exercise
Exponents
Logarithms
Exponents
Ratios
Intuition Preview
Proportions
Limits I
Percentages
Limits II
Profit and Loss
Continuity
Introduction to Ratios and Percentages
Limits Intuition
Ratios
Limits
Proportions
Continuity
Continuity
Percentages and Profit & Loss
Example I
Example II
Example III
Example IV
Sequences
Derivative at a point I
Series
Derivative at a point II
Arithmetic and Geometric sequences
Derivative of functions
Derivative at a point
Derivative of a Function
Differentiation Rules
Differentiation Examples involving Trigonometric functions
Differentiation Examples involving Trigonometric functions
Linear Equations
Integration
Integration examples
Linear functions - equation of a straight line
Integration
Integration
Linear equations
Linear equations example
Conclusion
Factorization
Factorization


About the Tutor

James Leye
M.Sc Computer Science
Uni. of Southern California

Inyang Umoh holds a M.sc in Computer Science from the University of Southern California, his education and employment backgrounds provide a solid foundation in mathematics and significant experience in applying that knowledge toward practical engineering tasks.

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