Berechnen Sie das Vektorprodukt von Vektoren gemischt Online-Rechner

Online-Rechner wird Ihnen helfen, die berechnen das Vektorprodukt von Vektoren gemischt.
Gemischte Produkt der Vektoren (a, b, c) ist das Skalarprodukt von Vektoren das Vektorprodukt von Vektoren (b und c).
Der absolute Wert der dreifachen Skalarprodukt – ist das Volumen des Quaders gebildeten Troika Vektoren (a,b und c).
Gemischte Produkt kann man bekommen wenn man bedenkt Determinante einer Matrix, bestehend aus den Koordinaten der drei gegebenen Vektoren.

Angebt форму представления первого Jahrhundertтора:

Angebt форму представления второго Jahrhundertтора:

Angebt форму представления третьего Jahrhundertтора:

Werte angeben Jahrhundertторов:
Первый Jahrhundertтор

a = {

, ,

}

Zweiter Vektor

b = {

, ,

}

Третий Jahrhundertтор

c = {

, ,

}

Ergebnis:

a · ( b × c ) =	2	4	6	=
	6	3	2
	4	9	4

=

2

·

3

·

4

+

4

·

2

·

4

+

6

·

6

·

9

-

6

·

3

·

4

-

4

·

6

·

4

-

2

·

2

·

9

=

=

24

+

32

+

324

-

72

-

96

-

36

=

176

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