- Trigonometry (sine, cosine)
- Quadratic equations
- Vectors in 3D, derivative of vectors in rotating reference frames
- Linear algebra. Cross product, dot product. Matrix multiplication: Used in rotating objects in 3D
- Basic integral
- Basic derivative
- Differential equations (2nd order ODE)
- Taylor Series (for linearization and as a starting point of numerical integration)
- Interpolation
- Gaussian distribution. Regression. Bayes' Theorem. Markov Chain. Kalman Filter
- Fourier Transform
Tuesday, March 17, 2020
Applied Mathematics
Recently I helped my cousin with her integral questions. They were about areas between curves. This made me think if there were any applications of this that I personally know of and came to the conclusion that I don't know any. I decided to make a list of mathematical subjects that I apply in my work so that I can motivate students who are exposed to them for the first time:
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