½¨Éè½ÚÔ¼ÐÍÉç»á¾ÍÊÇʹÿһλ¹«ÃñÑø³É½ÚÔ¼Òâʶ£¬ÐγÉÈËÈ˽ÚÔ¼µÄÁ¼ºÃϰ¹ß£®½ÚÔ¼Óë·ñ²»½öÊǸöÉú»îϰ¹ß¡¢Éú»îС½ÚÎÊÌ⣬¸üÊǸö˼ÏëµÀµÂ¾³½çµÄÎÊÌ⣮ÎÒÃÇÓµÓеÄÒ»ÇÐÎïÖʲƸ»£¬ÎÞÒ»²»ÊÇÀͶ¯µÄ½á¾§£¬Ã¿Ò»µÎË®£¬Ã¿Ò»¶Èµç£¬Ã¿Ò»ÕÅÖ½£¬¶¼Äý½á×ÅÀͶ¯ÕßµÄÐÄѪÓ뺹ˮ£¬ËùÒÔ£¬ÎÒÃÇÓ¦¸Ã½ÚÔ¼£®¼ÙÈçÄãË͸øºÃÅóÓÑÃǵÄÒ»¸öÀⳤΪ1µÄÕý·½ÌåÀñÎÐèÒªÓÃÒ»ÕÅÕý·½ÐβÊÖ½°ü×°£¬Èô²»°Ñֽ˺¿ª£¬ÄÇôËùÐèÖ½µÄ×îС±ß³¤Îª______£®

¾«Ó¢¼Ò½ÌÍø
°ÑÕý·½ÐÎÈçͼ»®·Ö£¬CD=2AB=2CD£¬
Óñê¢ÚµÄÃæ×÷Ϊµ×Ãæ£¬±ê¢Û¡¢¢Ü¡¢¢Ý¡¢¢ÞµÄ×÷Ϊ²àÃæ£¬
Ëĸö±ê¢ÙµÄ²¿·ÖÕýºÃ¸ÇסÁ¢·½ÌåµÄÉϱíÃæ£¬
ÓÉÕý·½ÌåµÄÀⳤΪ1£¬
¡àBC=
12+12
=
2
£¬
AB=CD=
1
2
2
£¬
¡àAD=BC+CD=
2
+2¡Á
1
2
2
=2
2
£®
¹Ê´ð°¸Îª£º2
2
£®
Á·Ï°²áϵÁдð°¸
Ïà¹ØÏ°Ìâ

¿ÆÄ¿£º³õÖÐÊýѧ À´Ô´£º ÌâÐÍ£º

½¨Éè½ÚÔ¼ÐÍÉç»á¾ÍÊÇʹÿһλ¹«ÃñÑø³É½ÚÔ¼Òâʶ£¬ÐγÉÈËÈ˽ÚÔ¼µÄÁ¼ºÃϰ¹ß£®½ÚÔ¼Óë·ñ²»½öÊǸöÉú»îϰ¹ß¡¢Éú»îС½ÚÎÊÌ⣬¸üÊǸö˼ÏëµÀµÂ¾³½çµÄÎÊÌ⣮ÎÒÃÇÓµÓеÄÒ»ÇÐÎïÖʲƸ»£¬ÎÞÒ»²»ÊÇÀͶ¯µÄ½á¾§£¬Ã¿Ò»µÎË®£¬Ã¿Ò»¶Èµç£¬Ã¿Ò»ÕÅÖ½£¬¶¼Äý½á×ÅÀͶ¯ÕßµÄÐÄѪÓ뺹ˮ£¬ËùÒÔ£¬ÎÒÃÇÓ¦¸Ã½ÚÔ¼£®¼ÙÈçÄãË͸øºÃÅóÓÑÃǵÄÒ»¸öÀⳤΪ1µÄÕý·½ÌåÀñÎÐèÒªÓÃÒ»ÕÅÕý·½ÐβÊÖ½°ü×°£¬Èô²»°Ñֽ˺¿ª£¬ÄÇôËùÐèÖ½µÄ×îС±ß³¤Îª
2
2
2
2
£®

²é¿´´ð°¸ºÍ½âÎö>>

¿ÆÄ¿£º³õÖÐÊýѧ À´Ô´£º ÌâÐÍ£ºÌî¿ÕÌâ

½¨Éè½ÚÔ¼ÐÍÉç»á¾ÍÊÇʹÿһλ¹«ÃñÑø³É½ÚÔ¼Òâʶ£¬ÐγÉÈËÈ˽ÚÔ¼µÄÁ¼ºÃϰ¹ß£®½ÚÔ¼Óë·ñ²»½öÊǸöÉú»îϰ¹ß¡¢Éú»îС½ÚÎÊÌ⣬¸üÊǸö˼ÏëµÀµÂ¾³½çµÄÎÊÌ⣮ÎÒÃÇÓµÓеÄÒ»ÇÐÎïÖʲƸ»£¬ÎÞÒ»²»ÊÇÀͶ¯µÄ½á¾§£¬Ã¿Ò»µÎË®£¬Ã¿Ò»¶Èµç£¬Ã¿Ò»ÕÅÖ½£¬¶¼Äý½á×ÅÀͶ¯ÕßµÄÐÄѪÓ뺹ˮ£¬ËùÒÔ£¬ÎÒÃÇÓ¦¸Ã½ÚÔ¼£®¼ÙÈçÄãË͸øºÃÅóÓÑÃǵÄÒ»¸öÀⳤΪ1µÄÕý·½ÌåÀñÎÐèÒªÓÃÒ»ÕÅÕý·½ÐβÊÖ½°ü×°£¬Èô²»°Ñֽ˺¿ª£¬ÄÇôËùÐèÖ½µÄ×îС±ß³¤Îª________£®

²é¿´´ð°¸ºÍ½âÎö>>

ͬ²½Á·Ï°²á´ð°¸