vault backup: 2024-09-26 09:13:33
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		| @@ -25,11 +25,11 @@ There are 4 general functions: | ||||
| | $$ y = A * sin(B(x - \frac{C}{B})) + D $$ | $$ y = A*cos(B(x - \frac{C}{B})) + D$$ | | ||||
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| | Variable | Meaning                                                                                       | | ||||
| | -------- | --------------------------------------------------------------------------------------------- | | ||||
| | $A$      | The amplitude of a function can be found by taking $\|A\|$. The sign flips it over the x axis | | ||||
| | $B$      | Horizontal, or phase                                                                          | | ||||
| How to find the: | ||||
| - Amplitude: $|A|$ | ||||
| - Period: $\frac{2\pi}{B}$ | ||||
| - Phase shift: $\frac{C}{|B|}$ | ||||
| - Vertical shift: $D$  | ||||
|  | ||||
|  | ||||
| $$ y = A * \sin(B(x-\frac{C}{B})) $$ | ||||
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