- #1
epicfailguy
- 1
- 0
Google has failed me. Any responses are greatly appreciated.
The TI-84 uses the standard limit definition of a derivative, which is f'(x) = lim(h→0) (f(x+h) - f(x)) / h.
The TI-84 will show an error message or undefined value when attempting to calculate the derivative at a point where it does not exist.
Yes, the TI-84 has the capability to calculate higher-order derivatives using the same limit definition as for first-order derivatives.
The TI-84 uses numerical methods to calculate derivatives, which involves estimating the derivative value using small changes in the input value.
Like any numerical method, the TI-84's derivative calculations may introduce some rounding or approximation errors. Additionally, the accuracy may be affected by the complexity of the function and the chosen input value.