ÌâÄ¿ÄÚÈÝ
¡¾ÌâÄ¿¡¿ÏÂÃæÊÇ¡°¹þ¶û±õ¡¢Î人¡¢±±¾©¡¢¹ãÖÝËijÇÊеÄÆøÎÂÇúÏߺͽµË®Öù״ͼ¡±¶Áͼ£¬Íê³ÉÏÂÁÐÎÊÌâ¡£
£¨1£©¸ù¾Ý¸÷µØÔÂÆøεÄÊýÖµ¼°Æä±ä»¯¡¢½µË®Á¿µÄ¶àÉÙ¼°¸÷ÔµķÖÅäÇé¿ö£¬·ÖÎöÅжÏËijÇÊзֱðÊÇA B C D ¡£
£¨2£©ËijÇÊÐÖÐÄ꽵ˮÁ¿×î¶àµÄÊÇ £¬Ä꽵ˮÁ¿×îÉÙµÄÊÇ £¨³ÇÊУ©¡£
£¨3£©´ÓÓê¼¾³¤¶Ì¿´£¬±±·½µØÇøÓê¼¾ £¬ÄÏ·½µØÇøÓê¼¾ ¡£
£¨4£©ËijÇÊÐÖУ¬ÆøÎÂÄê½Ï²î×î´óµÄÊǹþ¶û±õ£¬×îСµÄÊÇ £¨³ÇÊУ©¡£
¡¾´ð°¸¡¿
£¨1£©¹þ¶û±õ ±±¾© Î人 ¹ãÖÝ
£¨2£©¹ãÖÝ ¹þ¶û±õ
£¨3£©¶Ì ³¤
£¨4£©¹ãÖÝ
¡¾½âÎö¡¿
ÊÔÌâ·ÖÎö£º¸ù¾ÝËĵصÄÆøÎÂÄê±ä»¯ÇúÏߺ͸÷Ô½µË®Á¿Öù״ͼ£¬
£¨1£©AÏļ¾¸ßζàÓ꣬¶¬¼¾º®Àä¸ÉÔÊôÓÚδø¼¾·çÆøºò£¬Êǹþ¶û±õ£»BÏļ¾¸ßζàÓ꣬¶¬¼¾º®Àä¸ÉÔÊôÓÚδø¼¾·çÆøºò£¬ÊDZ±¾©£¬CÏļ¾½ÏÈÈ£¬¶¬¼¾½ÏκͽµË®Á¿Ôö¶à£¬ÎªÎ人£¬DÏļ¾¸ßζàÓ꣬¶¬¼¾ÎºÍʪÈó£¬Îª¹ãÖÝ£»
£¨2£©ËijÇÊÐÖÐÄ꽵ˮÁ¿×î¶àµÄÊǹãÖÝ£¬Ä꽵ˮÁ¿×îÉÙµÄÊǹþ¶û±õ£»
£¨3£©´ÓÓê¼¾³¤¶Ì¿´£¬±±·½µØÇøÓê¼¾¶Ì£¬´ÓÓê¼¾³¤¶Ì¿´£¬±±·½µØÇøÓê¼¾³¤£»
£¨4£©ËijÇÊÐÖУ¬ÆøÎÂÄê½Ï²î×î´óµÄÊǹþ¶û±õ£¬×îСµÄÊǹãÖÝ¡£