Ergebnisse (Vektorrechnung im Raum)
- S(8/6/9), φ = 78,55°
- g = h
- S(6/5/-2), φ = 68,88°
- g und h sind windschief
- g // h
- S(2/-1/6), φ = 90°
- S(-1/1/5), φ = 24,83°
- S(8/-5/2), φ = 60,32°
- S(4/4/-1), φ = 36,70°
- S(-3/5/7), φ = 29,50°
- s: X = (3/1/0) + t·(9/-1/14); φ = 76,51°
- s: X = (-1/0/2) + t·(6/-17/-10); φ = 50,49°
- s: X = (0/1/1) + t·(3/-13/7); φ = 86,20°
- s: X = t·(2/2/1); φ = 12,09°
- ε: 4x - z = 6; S(1/1/-2); |PS| = 13
- ε: 3x - 2y + 2z = 11; S(5/5/3); |PS| = 6
- ε: 2x + 2y + 5z = 29; S(10/2/1); |PS| = 8,77
- ε: x + 2y - z = 6; S(0,5/5/4,5); |PS| = 8,22
- g: X = (9/5/2) + t·(4/3/0); S(1/-1/2); |PS| = 10
- g: X = (4/7/1) + t·(2/1/-2); S(2/6/3); |PS| = 3
- g: X = (0/4/3) + t·(2/-3/1); S(2/1/4); |PS| = 3,74
- g: X = (7/2/1) + t·(5/-3/-4); S(4/3,8/3,4); |PS| = 4,24
- A(3/0/0), B(-2/3/1), C(-1/-3/2)
- V = 36 VE, O = 83,72 FE
- C(8/2/1), S(7/-5/8)
- α = 35,1°
- V = 108 VE, O = 149,8 FE
- AB·AC = 0
- D(-2/-6/3), E(10/2/27), F(-20/3/9)
- V = 2058 VE, O = 1176 FE
- M(4/1/4), A(3/0/0), B(7/-2/4), C(5/2/8), D(1/4/4)
- φ = 71,57°
- V = 108 VE, O = 149,84 FE
- C(0/3/5)
- E(4,4/7,2/1), F(5,4/0,2/1), G(1,4/3,2/6) bzw. E(1,6/6,8/-1), F(2,6/-0,2/-1), G(-1,4/2,8/4)
- V = 37,5 VE, O = 80,04 FE
Zum Inhaltsverzeichnis