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- 2 2
- 2 2 a/2 + d/2 - Sqrt[a + 4 b c - 2 a d + d ]/2
- -((a - d - Sqrt[a + 4 b c - 2 a d + d ]) E )
- Out[17]= {{--------------------------------------------------------------------------------------- +
- 2 2
- 2 Sqrt[a + 4 b c - 2 a d + d ]
- 2 2
- 2 2 a/2 + d/2 + Sqrt[a + 4 b c - 2 a d + d ]/2
- (a - d + Sqrt[a + 4 b c - 2 a d + d ]) E
- > ------------------------------------------------------------------------------------,
- 2 2
- 2 Sqrt[a + 4 b c - 2 a d + d ]
- 2 2 2 2
- a/2 + d/2 - Sqrt[a + 4 b c - 2 a d + d ]/2 a/2 + d/2 + Sqrt[a + 4 b c - 2 a d + d ]/2
- b E b E
- > -(----------------------------------------------) + ----------------------------------------------},
- 2 2 2 2
- Sqrt[a + 4 b c - 2 a d + d ] Sqrt[a + 4 b c - 2 a d + d ]
- 2 2 2 2
- a/2 + d/2 - Sqrt[a + 4 b c - 2 a d + d ]/2 a/2 + d/2 + Sqrt[a + 4 b c - 2 a d + d ]/2
- c E c E
- > {-(----------------------------------------------) + ----------------------------------------------,
- 2 2 2 2
- Sqrt[a + 4 b c - 2 a d + d ] Sqrt[a + 4 b c - 2 a d + d ]
- 2 2
- 2 2 a/2 + d/2 - Sqrt[a + 4 b c - 2 a d + d ]/2
- -((-a + d - Sqrt[a + 4 b c - 2 a d + d ]) E )
- > ---------------------------------------------------------------------------------------- +
- 2 2
- 2 Sqrt[a + 4 b c - 2 a d + d ]
- 2 2
- 2 2 a/2 + d/2 + Sqrt[a + 4 b c - 2 a d + d ]/2
- (-a + d + Sqrt[a + 4 b c - 2 a d + d ]) E
- > -------------------------------------------------------------------------------------}}
- 2 2
- 2 Sqrt[a + 4 b c - 2 a d + d ]
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