Ergebnisse: Kegelschnitte
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- 9x² + 25y² = 225
- x² + 16y² = 400
- 9x² + 25y² = 900
- x² + 2y² = 16
- x² + 5y² = 125
- 4x² + 9y² = 900
- 16x² - 9y² = 144
- x² - y² = 25
- 9x² - 16y² = 144
- 5x² - 4y² = 80
- 16x² - 9y² = 576
- x² - 2y² = 54
- y² = 4x
- y² = 12x
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- a = 5, b = 4, e = 3
- a = 10, b = 5, e = 5√3
- a = 9, b = 6, e = 3√5
- a = 6, b = 2√5, e = 4
- a = 15, b = 5, e = 5√10
- a = 10, b = 10, e = 10√2
- a = 6, b = 4, e = 2√13
- a = 2, b = 2√3, e = 4
- p = 4, e = 2
- p = 1/2, e = 1/4
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- x² + 4y² = 100
- x² + 16y² = 400
- 4x² + 9y² = 900
- x² + 25y² = 50
- x² - 5y² = 100
- 25x² - 4y² = 900
- x² - 9y² = 144
- x² - y² = 36
- y² = 8x
- y² = 3x/2
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- S1(-4/-1), S2(2/2)
- -
- S1(40/15), S2(48/7)
- T(4/1,8)
- S1(-3/0), S2(5/-4)
- S1(3/3), S2(4/5)
- T(7,5/3)
- -
- S1(4/4), S2(9/6)
- S1(4/-1), S2(9/1,5)
- -
- T(2,25/4,5)
-
- 3x + 8y = 50
- -x + 2y = 8
- 4x - 5y = 25
- 5x - 4y = 9
- 2x + y = 1
- -13x + 24y = 25
- y = x + 2
- y = -x/4 - 3
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- ell: a = √18, b = √2;
k: r = √10
S1-4(±3/±1), φ = 53,1°
- hyp: a = √3, b = √12;
k: r = √8
S1-4(±2/±2), φ = 59,0°
- hyp: a = 16, b = 8; ell: a = 25, b = 10
S1-4(±20/±6), φ = 112,1°
- ell: a = 15, b = 5; k: M(16/0), r = 5
S1,2(12/±3), φ = 77,1°
- par: p = 1; hyp: a = √3, b = √12
S1,2(2/±2), φ = 49,4°
- par: p = 1/2; ell: a = 4√2, b = 2√2
S1,2(4/±2), φ = 139,4°
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