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Updated in [August 13th, 2023]
Skills and Knowledge Acquired:
By taking this course, students will acquire a comprehensive understanding of Calculus 1, including topics such as limits and continuity, derivatives, and applications of derivatives. They will also gain the ability to solve problems related to these topics, as well as the ability to test their understanding through quizzes and workbooks. Additionally, students will gain the skills to understand and apply mathematical concepts, as well as the ability to think critically and solve complex problems.
Contribution to Professional Growth:
Become a Calculus 1 Master is designed to make complicated math easy and accessible to everyone. This 292-lesson course includes video and text explanations of everything from Calculus 1, as well as 76 quizzes with solutions and 19 workbooks with extra practice problems. By providing comprehensive and interactive instruction, this course can help professionals gain a deeper understanding of calculus and its applications, which can contribute to their professional growth. Students have reported that the course has helped them keep up with accelerated classes, understand math topics more deeply, and gain a sense of accomplishment and understanding. With lifetime access, friendly support, and a 30-day money back guarantee, this course is an excellent opportunity for professional growth.
Suitability for Further Education:
Become a Calculus 1 Master is an excellent course for preparing for further education. It provides comprehensive video and text explanations of Calculus 1, as well as 76 quizzes with solutions and 19 workbooks with extra practice problems. Students have reported that the course is easy to understand and provides a great foundation for future courses. Additionally, the course offers lifetime access, friendly support in the Q&A section, a Udemy Certificate of Completion, and a 30-day money back guarantee.
Course Syllabus
Getting started
Limits & Continuity - Definition of the limit
Limits & Continuity - Combinations and composites
Limits & Continuity - Continuity
Limits & Continuity - Intermediate Value Theorem
Limits & Continuity - Solving limits
Limits & Continuity - Squeeze Theorem
Derivatives - Definition of the derivative
Derivatives - Derivative rules
Derivatives - Chain rule
Derivatives - Other derivatives
Derivatives - Tangent and normal lines
Derivatives - Implicit differentiation
Applications of Derivatives - Optimization and sketching graphs
Applications of Derivatives - Linear approximation
Applications of Derivatives - Related rates
Applications of Derivatives - Applied optimization
Applications of Derivatives - Derivative theorems
Applications of Derivatives - Physics and economics
Applications of Derivatives - Exponential growth and decay
Final exam and wrap-up