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Updated in [August 13th, 2023]
Skills and Knowledge Acquired:
This course will provide students with a comprehensive understanding of calculus, including fundamental explanations, shortcut rules, text explanations, examples, and quizzes. Students will learn about limits and continuity, difference quotients, empty holes and oscillatory graphs, horizontal and vertical asymptotes, composition of continuous functions, Euler functions and Sinc functions, I.V.T. and squeeze, zero limit rule, derivative rules and examples, cube root derivatives, and more. Upon completion of the course, students will have a firm understanding of how calculus works and be prepared for college calculus courses.
Contribution to Professional Growth:
This course provides a comprehensive overview of calculus, from fundamental explanations to quizzes and examples. It covers topics such as limits and continuity, difference quotient, empty holes and oscillatory graphs, horizontal and vertical asymptote, composition of continuous functions, Euler functions and Sinc functions, I.V.T. and squeeze, zero limit rule, derivative rules and examples, and cube root derivative. By completing this course, students will gain a firm understanding of how calculus works and be better prepared for college calculus courses. This course is an invaluable resource for professional growth, as it provides the necessary knowledge and skills to excel in the field of calculus.
Suitability for Further Education:
This course is suitable for preparing further education as it provides comprehensive coverage of the fundamentals of calculus. It includes video lectures, quizzes, and examples to help students understand the material and test their understanding. The course also provides shortcut rules, text explanations, and examples to help students become a calculus master. With this course, students can be ready for their college calculus course and have a firm understanding of how calculus works.
Course Syllabus
Comprehensive Quiz: Pass This Quiz And You Should Be Ready for Calculus 2!
You will be introduced to limits and continuity.
You should memorize the limit rules
You will get the hang of the Heaviside and step functions
Example problems for you
You will be introduced to the derivative concept.
Derivative shortcut rules