HP Prime Handbuch Seite 26

xxvi
Hesse-Matrix ................................................................................................................. 366
Analysis – Integralrechnung ........................................................................................................... 366
Partiell u ........................................................................................................................ 366
Partiell v ........................................................................................................................ 367
F(b)-F(a) ........................................................................................................................ 367
Analysis – Grenzwerte ..................................................................................................................... 367
Riemann-Summe .......................................................................................................... 367
Taylor ............................................................................................................................ 367
Taylorreihe eines Quotienten ....................................................................................... 367
Analysis - Transformation ............................................................................................................... 368
Laplace .......................................................................................................................... 368
Inverse Laplace-Transformation .................................................................................. 368
FFT (Schnelle Fourier-Transformation) ........................................................................ 368
Inverse FFT (Inverse schnelle Fourier-Transformation) ............................................... 368
Lösen ............................................................................................................................................... 368
Lösen ............................................................................................................................. 368
Nullen ............................................................................................................................ 369
Komplexe Lösung ......................................................................................................... 369
Komplexe Nullstellen .................................................................................................... 369
Numerisch lösen ........................................................................................................... 369
Differentialgleichung .................................................................................................... 370
DGL-Löser ...................................................................................................................... 370
Lineares System ............................................................................................................ 370
Neu schreiben .................................................................................................................................. 370
lncollect ......................................................................................................................... 370
powexpand ................................................................................................................... 371
texpand ......................................................................................................................... 371
Neu schreiben - Exp & Ln ................................................................................................................ 371
ey*lnx→ xy ................................................................................................................... 371
xy→ey*lnx .................................................................................................................... 371
exp2trig ......................................................................................................................... 371
expexpand .................................................................................................................... 371
Neu schreiben – Sinus ..................................................................................................................... 372
asinx→acosx ................................................................................................................ 372
asinx→atanx ................................................................................................................ 372
sinx→cosx*tanx ........................................................................................................... 372
Neu schreiben – Kosinus ................................................................................................................. 372
acosx→asinx ................................................................................................................ 372
acosx→atanx ................................................................................................................ 372
cosx→sinx/tanx ............................................................................................................ 373
Neu schreiben - Tangens ................................................................................................................. 373