9 m! x& n A2 i. P" xÕâÍùÍùÐèÒªÎÒÃÇ¿¼ÂÇÐí¶àϸ½Ú£¬°üÀ¨¿ÉÄܵĽá¹û¡¢ËûÈ˵ĸÐÊÜ¡¢×Ô¼ºµÄÇéÐ÷µÈµÈ¡£ 2 u& k9 l+ \1 b8 N+ K% D 8 w% K& k" w3 f% |/ E3️⃣ÈçºÎÕÆÎÕ¡°Á½±ßÏÂ×¢¡±Ë¼Î¬£¿2 [- \' S- N& K7 x0 | ~& v1 N
% i5 e' l) ^1 e* J" u; }" z
ÄÇô£¬ÎÒÃǾ¿¾¹Ó¦¸ÃÈçºÎÅàÑø²¢ÑµÁ·×Ô¼ºµÄ¡°Á½±ßÏÂ×¢¡±Ë¼Î¬£¿3 W( ?3 f1 `1 l8 @ _2 L
! e# _( A* }6 |/ J7 h7 V
Îҽ̴ó¼ÒÒ»¸ö¹«Ê½£¬¿ÉÒÔ°ïÖú´ó¼ÒÕÆÎÕ¡°Á½±ßÏÂ×¢¡±Ë¼Î¬£º5 u3 J8 ~, [7 B% t
d" z u* d* K+ o1 z( F. O w0 JValue = Probability of Outcome x Value of Outcome * t& c% y9 v' B7 y5 s; O2 a+ }0 Z" r F. c! T
Õâ¸ö¹«Ê½¿ÉÒÔÓÃÀ´ºâÁ¿²»Í¬¾ö²ßµÄ¼ÛÖµ¡£ÆäÖУ¬¡°Probability of Outcome¡±±íʾ, S; E \* u& I- h ]5 Y/ Y7 p
* c; O! P7 A1 ]$ _8 NÒ»¸ö¾ö²ß²úÉúij¸ö½á¹ûµÄ¸ÅÂÊ£¬¡°Value of Outcome¡±±íʾ¸Ã½á¹ûµÄ¼ÛÖµ¡£ 2 ^$ y3 W4 |# h 0 k! c9 p; R n! V% D- T5 U7 E¾Ù¸öÀý×Ó£¬¼ÙÉèÄãÕýÔÚ¿¼ÂÇÊÇ·ñҪͶ×Êij¼Ò¹«Ë¾µÄ¹ÉƱ£¬Äã¿ÉÒÔʹÓÃÕâ¸ö¹«Ê½/ O5 F q+ F: A
2 {( H. N2 P, T3 i, v6 f. ^µÄ¼ÛÖµ¡£ - s/ L1 u7 f$ d5 ?1 m# Q. F+ l' S ! U e- S7 a0 F ) A) X8 Z) p5 r) YÄã¿ÉÒÔÑ¡Ôñ¾ßÓÐ×î¸ß¼ÛÖµµÄ¾ö²ß£¬»òÕßͨ¹ýȨºâ²»Í¬¾ö²ßµÄ·çÏÕºÍÊÕÒæÀ´×ö³ö! h5 }" c& N |! ^$ _" O$ k