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Introduction to Mathematical Integration

Master fundamental integration techniques and applications in calculus, from basic primitives to area calculations.

Master fundamental integration techniques and applications in calculus, from basic primitives to area calculations.

This foundational mathematics course provides a comprehensive review of integral calculus concepts essential for university-level studies. Students learn various integration techniques including immediate primitives, change of variable, and integration by parts. The course covers practical applications such as area calculations and explores rational function integration. Designed for beginners with basic calculus knowledge, it provides a solid foundation for advanced mathematical studies.

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Introduction to Mathematical Integration

This course includes

5 Weeks

Of Self-paced video lessons

Beginner Level

Completion Certificate

awarded on course completion

2,473

Audit For Free

What you'll learn

  • Understand the concept and properties of primitive functions

  • Master immediate and pseudo-immediate primitive techniques

  • Apply change of variable and integration by parts methods

  • Solve problems involving rational function integration

  • Calculate areas using definite integrals

  • Develop problem-solving skills in integral calculus

Skills you'll gain

Calculus
Integration
Mathematical Analysis
Area Calculation
Primitive Functions
Rational Functions
Problem Solving
Analytical Skills

This course includes:

PreRecorded video

Graded assignments, exams

Access on Mobile, Tablet, Desktop

Limited Access access

Shareable certificate

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Module Description

This introductory course provides a thorough grounding in integral calculus, focusing on essential concepts and techniques needed for university mathematics. The curriculum covers fundamental topics including primitive functions, integration methods, and their applications. Students learn various integration techniques such as immediate primitives, change of variable, and integration by parts. The course emphasizes practical applications through area calculations and includes special attention to rational function integration.

Fee Structure

Instructor

Distinguished Mathematics Scholar and Educational Innovator

Antonio J. Guirao Sánchez, Professor at UPV, specializes in Banach spaces, with 400+ citations, MOOCs on EdX, and a strong focus on math education.

Introduction to Mathematical Integration

This course includes

5 Weeks

Of Self-paced video lessons

Beginner Level

Completion Certificate

awarded on course completion

2,473

Audit For Free

Testimonials

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Frequently asked questions

Below are some of the most commonly asked questions about this course. We aim to provide clear and concise answers to help you better understand the course content, structure, and any other relevant information. If you have any additional questions or if your question is not listed here, please don't hesitate to reach out to our support team for further assistance.