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Updated in [August 13th, 2023]
Skills and Knowledge Acquired:
By taking Become a Calculus 2 Master, students will acquire a comprehensive understanding of Calculus 2, including integrals, applications of integrals, polar and parametric equations, and sequences and series. Through the course, students will gain knowledge of problem setup, steps to take, how to work through the middle parts, and how to simplify the answer. Additionally, students will gain practice in the form of 180 quizzes with solutions, and 20 workbooks with extra practice problems. Furthermore, students will gain the ability to apply their knowledge to other topics such as physics and economics.
Contribution to Professional Growth:
Become a Calculus 2 Master is designed to make complicated math easy by providing 557 lessons with video and text explanations, 180 quizzes with solutions, and 20 workbooks with extra practice problems. This course is beneficial for professional growth as it provides students with the necessary tools to understand and master calculus 2. Students have reported that the instructor's clear explanations and thoroughness make learning the material fun and easy. Additionally, the course provides lifetime access, friendly support in the Q&A section, a Udemy Certificate of Completion, and a 30-day money back guarantee. All of these features make Become a Calculus 2 Master an ideal course for professional growth.
Suitability for Further Education:
Become a Calculus 2 Master is an extensive course designed to make complicated math easy. It includes 557 lessons with video and text explanations, 180 quizzes with solutions, and 20 workbooks with extra practice problems. The course is organized into sections covering integrals, applications of integrals, polar and parametric, and sequences and series. Students have reported that the course is of excellent quality, with the instructor providing quick feedback and clear explanations. The course also includes quizzes and workbooks to help students test their understanding. With lifetime access, friendly support, and a 30-day money back guarantee, this course is suitable for preparing further education.
Course Syllabus
Getting started
Integrals - Antiderivatives and indefinite integrals
Integrals - Definite integrals
Integrals - Riemann sums
Integrals - Other approximation methods
Integrals - Error bounds
Integrals - Fundamental theorem of calculus
Integrals - U-substitution
Integrals - Integration by parts
Integrals - Partial fractions
Integrals - Trigonometric integrals
Integrals - Hyperbolic integrals
Integrals - Trigonometric substitution
Integrals - Improper integrals
Integrals - Reduction formulas
Applications of Integrals - Area between curves
Applications of Integrals - Arc length
Applications of Integrals - Average value
Applications of Integrals - Surface area of revolution
Applications of Integrals - Volume of revolution
Applications of Integrals - Work
Applications of Integrals - Physics
Applications of Integrals - Geometry
Applications of Integrals - Economics
Applications of Integrals - Probability
Applications of Integrals - Biology
Polar & Parametric - Parametric curves
Polar & Parametric - Calculus with parametric curves
Polar & Parametric - Polar curves
Polar & Parametric - Calculus with polar curves
Sequences & Series - Sequences
Sequences & Series - Partial sums
Sequences & Series - Geometric series
Sequences & Series - Telescoping series
Sequences & Series - Basic convergence tests
Sequences & Series - Comparison tests
Sequences & Series - Ratio and root tests
Sequences & Series - Alternating series test
Sequences & Series - Power series
Sequences & Series - Taylor series
Sequences & Series - Maclaurin series
Final exam and wrap-up