Best Vaughan
10/21/2023 · High School
- 8 Geben Sie eine Gleichung einer Geraden \( g \) an, die die Ebene \( E: x_{1}-4 x_{2}+3 x_{3}-2 \) a) orthogonal im Punkt \( P(2|0| 0) \) schneidet, b) nicht orthogonal schneidet und nicht parallel zu E ist, c) nicht schneidet und in E liegt.
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a) \( \vec{g}(t) = (2 + t, -4t, 3t) \)
b) \( \vec{g}(t) = (2 + t, t, 0) \)
c) \( \vec{g}(t) = (2 + 4t, t, 0) \)
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