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Cn ma l¨¬ x¨¬ l¨¤ chng tr¨¬nh khuyn mi ngu nhi¨ºn, khng phi ai cng nhn c thng. Tin thng khng c t¨ªch ly qua ng¨¤y.
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C¨¢c v¨¦ cc h¨°a, hy, i xng u khng c t¨ªnh l¨¤ hp l khi tham gia v¨°ng cc r¨²t tin. Nu ri v¨¤o trng hp n¨¤y bn c coi l¨¤ vn cha ho¨¤n th¨¤nh iu kin ca nh¨¤ c¨¢i.
B dng c x¨®c a l¨¤ mt trong nhng yu t khng th thiu i vi tr¨° chi n¨¤y. Tuy nhi¨ºn, nu nh¨¤ c¨¢i lun t¨¬m nhng l do ngi chi khng kim tra hay ch cho xem qua loa. Vy bn cn ph¨°ng bi rt c¨® kh nng x¨®c a bp l¨¤ rt cao. Nu tr¨° chi din ra cng bng th¨¬ s khng c¨® l do g¨¬ ngn khng cho ngi chi kim tra dng c chi x¨®c a.
Quan s¨¢t h¨¤nh vi c¨¢
V¨ª d gii c bit ng¨¤y hm qua cng b kt qu l¨¤ 17670 th¨¬ cu chm l¨¤ 6. Tp hp bn n¨ºn d¨´ng l¨¤ 16, 63, 61, 73, 75, 37, 45, 65, 66, 68, 98, 99, 06, 50.
Chin thut chi Tin L¨ºn ¨¢nh bi mi cao th
C¨¢c v¨¦ cc h¨°a, hy, i xng u khng c t¨ªnh l¨¤ hp l khi tham gia v¨°ng cc r¨²t tin. Nu ri v¨¤o trng hp n¨¤y bn c coi l¨¤ vn cha ho¨¤n th¨¤nh iu kin ca nh¨¤ c¨¢i.
Khi i th tn cng, bn c¨® th chn bng qun c¨´ng cht hoc qun ch. K nng chn sau ¨® b¨¤i quyt nh vic gi v¨¢n hay thua. Trung b¨¬nh mi v¨¢n c¨® 10 ¨C 15 lt tn cng. Bit khi n¨¤o n¨ºn , khi n¨¤o n¨ºn r¨²t th¨ºm l¨¤ yu t quan trng. C¨¢ch chi b¨¤i tn kh¨¦o l¨¦o gi¨²p kim so¨¢t nhp v¨¤ l¨¤m kh¨® i th, tng t l thng ¨¢ng k.
Chn 1x v¨¤ i ch nh¨¤ thng. Khi ¨®, chin thng = 1/(1/t l k¨¨o + 1/t l k¨¨o).
Quan s¨¢t h¨¤nh vi c¨¢
V¨ª d gii c bit ng¨¤y hm qua cng b kt qu l¨¤ 17670 th¨¬ cu chm l¨¤ 6. Tp hp bn n¨ºn d¨´ng l¨¤ 16, 63, 61, 73, 75, 37, 45, 65, 66, 68, 98, 99, 06, 50.
Chin thut chi Tin L¨ºn ¨¢nh bi mi cao th
C¨¢c v¨¦ cc h¨°a, hy, i xng u khng c t¨ªnh l¨¤ hp l khi tham gia v¨°ng cc r¨²t tin. Nu ri v¨¤o trng hp n¨¤y bn c coi l¨¤ vn cha ho¨¤n th¨¤nh iu kin ca nh¨¤ c¨¢i.
Khi i th tn cng, bn c¨® th chn bng qun c¨´ng cht hoc qun ch. K nng chn sau ¨® b¨¤i quyt nh vic gi v¨¢n hay thua. Trung b¨¬nh mi v¨¢n c¨® 10 ¨C 15 lt tn cng. Bit khi n¨¤o n¨ºn , khi n¨¤o n¨ºn r¨²t th¨ºm l¨¤ yu t quan trng. C¨¢ch chi b¨¤i tn kh¨¦o l¨¦o gi¨²p kim so¨¢t nhp v¨¤ l¨¤m kh¨® i th, tng t l thng ¨¢ng k.
Chn 1x v¨¤ i ch nh¨¤ thng. Khi ¨®, chin thng = 1/(1/t l k¨¨o + 1/t l k¨¨o).
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