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Applied Mathematics

Contains
Modeling with first-order differential equations
Applications of higher-order differential equations (oscillations, electrical circuits)
Applications of linear systems of differential equations - Chemical processes - Electrical circuits
Discrete systems, difference equations, and Z-transform
Complex functions
Applications of Laplace transform (electrical circuits, chemical processes)
Fourier series
Fourier transform
Applications of partial differential equations (heat transfer, wave, electromagnetism)
Numerical analysis
Probability and combinatorics
Discrete random variables
Continuous random variables
Descriptive statistics
Confidence intervals
Hypothesis testing
Linear Programming