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Problem: Lösung eines Dreiecks, wenn zwei Seiten und ihr Winkel bekannt
sind.
Erstellen Sie ein Programm, das die restliche Seite und die zwei Winkel
eines Dreiecks berechnet, wenn die Länge von zwei Seiten (a, b) und ihr
Winkel (
γ
) bekannt sind.
Programm
Drücken Sie die Tasten F F F 1, um die Programmbearbeitungs-
anzeige anzuzeigen. Geben Sie einen Wert von 1 bis 4 ein, um eine
Programmnummer (P1 bis P4) zu wählen, und geben Sie danach das
folgende Programm ein.
Deg: ? A: ? B: ? D: A × B × sin D ÷ 2^ Ans X: ( A x
2
+ B x
2
cos D × 2 × A × B) C^ sin
–1
(X × 2 ÷ B ÷ C) Y: Y > 90 S Bx
2
+ Cx
2
>
Ax
2
S Y – 90 Y: 90 > Y S Ax
2
> Bx
2
+ Cx
2
S Y + 90 Y: Y^ 180 – Y –
D
γ
a
S
β
α
c
b
65°41' 23"
67°58' 1,54" 46°20' 35,46"
32
40,30827888
41
S = 597,8321153
S =
bc
sin
1
2
α
cos
=
2
bc
b
2
+
c
2
a
2
α
58


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