Our precalc teacher asked us to make a video explaining a trig identity problem.
Our problem contains csc(x) and cot(x)
I wish to explain the whole problem in the voice of csc x and cot x.
Since sin(x) is able to be used as a sound wave, is it possible to make sound waves using csc(x) and cot(x)?
I had to limit the amplitude in some ways.
By typing functions into Serum’s wavetable editing, I create some similar csc(x) and cot(x) sound waves.
CSC(X):
(abs(min(1, max(-1, 1/(6*sin(pi*x)))))==1)? (x<0.1 && x>-0.1)? 20*x: (x<0)? -20*(x+1):-20*(x-1) :min(1, max(-1, 1/(6*sin(pi*x))))
That gives us this:
Same with COT(X):
