Eigenvectors and change of basis are relatable to…
Eigenvectors and change of basis are relatable to image transformations.
Interactive.
Good luck.
Eigenvectors and change of basis are relatable to image transformations.
Interactive.
Good luck.
Each key of a piano corresponds to a discrete wave form of sound. By the simple act of pressing down multiple keys simultaneously, the sound produced becomes a combination of different waves.
Please explain further the application of Fourier transform (e.g. why do we want to get the FT of the waves).
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Balances and symmetry can be found everywhere in the universe. Hot and cold, light and dark, day and night. For every action, there is an equal and opposite reaction.
Vectors are used to measure the forces involved in flowing liquids. This information can be used in the manufacture of pipes and containers which the liquids will flow through. Plumbing infrastructure need to be able to withstand the pressure of water in order to work properly.
What’s your name?
Ethan Tan
What were your thoughts when you enrolled in this course?
I need this course, I got this course.
How comfortable are you with math?
I used to be good in math, until I discovered calculus.
What’s your dominant feeling right now?
I am sleepy.
I think you’re still good at math, Ethan. 🙂
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