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Analytische Geometrie
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Analytische Geometrie
5 cards
Cards (12)
Betrag
√a²
+
b²
+
c²
Winkel zweier Geraden
cos
(a)=|
Rū
*
Rv
|/|
Rū
|*|
Rv
|
Winkel Gerade und Ebene
sin
(θ) = |(
n
·
d)
| / (|
n|
· |
d|
)
θ: Der Winkel zwischen der Geraden und der Ebene.
n: Der Normalenvektor der Ebene.
d: Der Richtungsvektor der Geraden
Winkel zweier Ebenen
cos
(θ) = |(
n1
·
n2
)| / (|
n1
| · |
n2
|) θ: Der Winkel zwischen den beiden Ebenen. n1: Der Normalenvektor von Ebene α. n2: Der Normalenvektor von Ebene β.
Eulersche Zahl
e=
Analysis
Lagebeziehung Ebene in Koordinatenform und Ebene in Parameterform
Parameterform
in
Koordinatenform einsetzen
Lagebeziehung Ebenen Parameterform
Ebenengleichungen
gleichsetzen LGS
See all 12 cards
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