HP Prime Handbuch Seite 29

Integrate (integrieren) ...................................................................................... 360
Limit (Grenzwert) ............................................................................................. 360
Series (Reihe) ................................................................................................. 361
Summation (Addition) ...................................................................................... 361
Analysis – Differentialrechnung ....................................................................................... 361
Curl (Rotation) ................................................................................................. 361
Divergence (Divergenz) .................................................................................. 361
Gradient (Gradient) ......................................................................................... 362
Hessian (Hesse-Matrix) ................................................................................... 362
Analysis – Integralrechnung ............................................................................................. 362
By Parts u (Partiell u) ...................................................................................... 362
By Parts v (Partiell v) ....................................................................................... 362
F(b)-F(a) .......................................................................................................... 362
Analysis – Grenzwerte ..................................................................................................... 363
Riemann Sum (Riemann-Summe) .................................................................. 363
Taylor (Taylor) ................................................................................................. 363
Taylor of Quotient (Taylorreihe eines Quotienten) .......................................... 363
Analysis - Transformation ................................................................................................ 363
Laplace (Laplace) ............................................................................................ 363
Inverse Laplace (Inverse Laplace-Transformation) ......................................... 363
FFT (Schnelle Fourier-Transformation) ........................................................... 363
Inverse FFT (Inverse schnelle Fourier-Transformation) .................................. 364
Lösen ............................................................................................................................... 364
Lösen .............................................................................................................. 364
Zeros (Nullen) ................................................................................................. 364
Complex Solve (Komplexes Lösen) ................................................................ 364
Complex Zeros (Komplexe Nullen) ................................................................. 365
Numerical Solve (numerisch lösen) ................................................................ 365
Differential Equation (Differentialgleichung) .................................................... 365
ODE Solve (DGL-Löser) ................................................................................. 365
Linear System (Lineares System) ................................................................... 365
Rewrite (Neu schreiben) .................................................................................................. 366
lncollect (erfasste Logarithmen) ...................................................................... 366
powexpand (Produkt von Potenzen) ............................................................... 366
texpand (Erw. transz. Ausdruck) ..................................................................... 366
Neu schreiben - Exp & Ln ................................................................................................ 366
ey*lnx→ xy ....................................................................................................... 366
xy→ey*lnx ........................................................................................................ 366
exp2trig ........................................................................................................... 367
expexpand ....................................................................................................... 367
Neu schreiben – Sinus ..................................................................................................... 367
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