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Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn

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Page 1: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 2: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 3: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 4: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 5: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 6: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 7: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn
Page 8: Hoc360.net€¦ · Vây min f (t) = f , max f (t) = = 1 2-2t (vì x + y = 1). Ðät t = xy xy + x + y + 1 2 + xy Lòi glal. Ví du 3.5.1 Cho x, y là các sô' không âm thoå mãn

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