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Calculus Applied: Real-World Mathematical Modeling
Master practical calculus applications for science, engineering, and everyday scenarios - from modeling growth to optimizing efficiency.
Course Cost
₹ 18,416.35
Intermediate
Skill Level
10 Weeks
Self-paced lessons
Explore the practical applications of calculus in this Harvard course designed to bridge the gap between theory and real-world problem-solving. Working with practitioners from social, life, and physical sciences, you'll discover how calculus and mathematical models are used in diverse fields. From analyzing standardized test questions to predicting population changes in biology, this course offers authentic case studies that demonstrate the power of calculus in action. You'll engage with hands-on exercises, analyzing data, crafting equations, and making predictions using calculus computations. Ideal for students who have completed a single-variable calculus course or professionals seeking to deepen their understanding, this course provides a unique perspective on how mathematical concepts translate into practical solutions across various disciplines.
1,59,250 Enrolled
English
What you'll learn
Apply calculus concepts to solve real-world problems in various scientific fields
Analyze and create mathematical models for complex systems
Understand how functions are used to model real-world phenomena
Apply derivatives and rates of change in economic and social science contexts
Use integrals to solve problems in physics and medical imaging
Develop and analyze differential equation models for biological systems
Apply statistical functions to model data distributions
Understand the role of approximations in scientific modeling, such as Einstein's E=mc² equation
Skills you'll gain
This course includes:
PreRecorded video
Graded assignments, exams
Access on Mobile, Tablet, Desktop
Limited Access access
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Module Description
This course explores the practical applications of calculus across various scientific disciplines. Students will engage with real-world case studies that demonstrate how calculus concepts are used to solve problems in fields such as economics, biology, physics, and social sciences. The curriculum covers a range of topics, including the use of functions in standardized testing, economic modeling of price and demand, applications of integrals in medical imaging, differential equation models in population biology, and statistical modeling of data distributions. Students will learn to analyze and create mathematical models, understand the role of variables, constants, and parameters in these models, and appreciate the complexities involved in applying mathematics to real-world situations. The course emphasizes hands-on learning, with students working directly with data, graphs, and equations to make predictions and solve problems. By the end of the course, participants will have a deep understanding of how calculus is applied in various professional fields and be able to approach complex problems using mathematical modeling techniques.
Fee Structure
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Faculties
These are the expert instructors who will be teaching you throughout the course. With a wealth of knowledge and real-world experience, they're here to guide, inspire, and support you every step of the way. Get to know the people who will help you reach your learning goals and make the most of your journey.
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Frequently asked Questions
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