Calculus through Data & Modelling: Techniques of Integration
Master advanced integration methods including multivariable functions, vector functions, and numerical integration techniques.
Master advanced integration methods including multivariable functions, vector functions, and numerical integration techniques.
This course cannot be purchased separately - to access the complete learning experience, graded assignments, and earn certificates, you'll need to enroll in the full Integral Calculus through Data and Modeling Specialization program. You can audit this specific course for free to explore the content, which includes access to course materials and lectures. This allows you to learn at your own pace without any financial commitment.
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What you'll learn
Master double and triple integration techniques
Apply integration methods to plane regions
Understand vector-valued functions
Develop numerical integration skills
Analyze real-world data using integration
Skills you'll gain
This course includes:
1.2 Hours PreRecorded video
3 quizzes
Access on Mobile, Tablet, Desktop
FullTime access
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There are 4 modules in this course
This comprehensive course advances students' understanding of integral calculus through multivariable and vector functions. The curriculum covers essential topics including double and triple integrals, integration over general regions, vector-valued functions, and numerical integration techniques. Students learn to apply these concepts to real-world problems, culminating in a practical project on air pollution analysis. The course emphasizes both theoretical understanding and practical applications in data analysis.
Iterated Integrals
Module 1 · 1 Hours to complete
Double Integrals Over Plane Regions
Module 2 · 1 Hours to complete
Vector Functions
Module 3 · 1 Hours to complete
Integration with Data
Module 4 · 1 Hours to complete
Fee Structure
Instructor
Associate Teaching Professor and Director of Online Programs at Johns Hopkins University
Dr. Joseph W. Cutrone is an Associate Teaching Professor and the Director of Online Programs at Johns Hopkins University, where he specializes in mathematics education. He earned his PhD in Mathematics from Johns Hopkins University, with research interests focused on higher-dimensional algebraic geometry. Since 2006, Dr. Cutrone has taught mathematics at various levels, both online and in traditional classroom settings, holding positions at Johns Hopkins, Northwestern University, Towson University, and Goucher College. His commitment to education is reflected in his extensive teaching portfolio, which includes courses such as Algebra, Applied Calculus with Python, and Linear Algebra. Dr. Cutrone is also active in online education, contributing to platforms like Coursera. His scholarly work includes several publications on topics related to algebraic geometry and has been recognized for its impact within the mathematical community.
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