![](data:image/png;base64,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)
TI-83 Plus Finanzfunktionen 486
4. Setzen Sie den Cursor mit
}
}
}
}
}
auf
PV
. Drücken Sie
ƒ
\
, um den aktuellen Wert zu berechnen.
5. Rufen Sie den Y=Editor für Parameterdarstellungen mit
o
auf.
Drücken Sie
„
, um
X
1T
als
T
zu definieren. Drücken Sie
†
Œ
Í
9
„¤
, um
Y1T
als
bal(T)
zu definieren.