Differential Equations

5.00 (1) 4 Students Enrolled

Course Created By, MIT University

All Level 22 Hours 51.33 mins of Video Lecture Language: English Lifetime Access Certificate of completion Free

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Key Topics Covered

Use linear differential equations to model physical systems using the input / system response paradigm.
Solve linear differential equations with constant coefficients.
Gain intuition for the behavior of a damped harmonic oscillator.
Understand solutions to nonlinear differential equations using qualitative methods.

Who can take this course?

Familiar with Limits
Differentiation/derivatives
Rules/shortcuts/strategies for differentiation (they apply to solving some forms of ODEs) Integration
Integration
The Fundamental Theorem of Calculus
Rules/shortcuts/strategies for integration
Sequences
Infinite Series

Course Description

The laws of nature are expressed as differential equations. Scientists and engineers must know how to model the world in terms of differential equations, and how to solve those equations and interpret the solutions. This course focuses on the equations and techniques most useful in science and engin... Read More

Course Instructor

MIT University Follow

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Founded to accelerate the nation’s industrial revolution, MIT is profoundly American. With ingenuity and drive, our graduates have invented fundamental tec... Read More

Founded to accelerate the nation’s industrial revolution, MIT is profoundly American. With ingenuity and drive, our graduates have invented fundamental technologies, launched new industries, and created millions of American jobs. At the same time, and without the slightest sense of contradiction, MIT is profoundly global(opens in new window). Our community gains tremendous strength as a magnet for talent from around the world. Through teaching, research, and innovation, MIT’s exceptional community pursues its mission of service to the nation and the world. Founded to accelerate the nation’s industrial revolution, MIT is profoundly American. With ingenuity and drive, our graduates have invented fundamental technologies, launched new industries, and created millions of American jobs. At the same time, and without the slightest sense of contradiction, MIT is profoundly global(opens in new window). Our community gains tremendous strength as a magnet for talent from around the world. Through teaching, research, and innovation, MIT’s exceptional community pursues its mission of service to the nation and the world. Read Less

Rating and Reviews

5.00 1

5 Star 4 Star 3 Star 2 Star 1 Star

Noushad Parokkot

70.00% of the Course Completed

an actual feeling that I am attending the class...Thanks Professor ..