ÌâÄ¿ÄÚÈÝ
Èçͼ1ΪÑéÖ¤»úеÄÜÊغ㶨ÂɵÄʵÑé×°ÖÃʾÒâͼ£®ÏÖÓеÄÆ÷²ÄΪ£º´øÌú¼ÐµÄÌú¼Ų̈¡¢µç´Å´òµã¼ÆʱÆ÷¡¢Ö½´ø£¬´øÌú¼ÐµÄÖØ´¸£®»Ø´ðÏÂÁÐÎÊÌ⣺
¢ÙΪÍê³É´ËʵÑ飬³ýÁËËù¸øµÄÆ÷²ÄÍ⣬»¹ÐèÒªµÄÆ÷²ÄÓÐ______£¨ÌîÕýÈ·Ñ¡ÏîÇ°µÄ×Öĸ£©
A£®ºÁÃ׿̶ȳßB£®»úеÃë±í
C£®4¡«6VµÄÖ±Á÷µçÔ´ D£®4¡«6VµÄ½»Á÷µçÔ´
¢ÚÏÂÃæÁоÙÁ˸ÃʵÑéµÄ¼¸¸ö²Ù×÷²½Ö裺
A£®°´ÕÕͼʾµÄ×°Öð²×°Æ÷²Ä
B£®½«´òµã¼ÆʱÆ÷½Óµ½µçÔ´µÄ¡°½»Á÷Êä³ö¡±ÉÏ
C£®·Å¿ªÖ½´øºó£¬½ÓͨµçÔ´£¬Ê¹¼ÆʱÆ÷ÔÚÖ½´øÉÏ´ò³öµã¼£
D£®²âÁ¿Ö½´øÉÏËùÑ¡¼ÆÊýµã¼äµÄ¾àÀë
E£®¸ù¾Ý²âÁ¿µÄ½á¹ûÑéÖ¤ÖØ´¸Ï½µ¹ý³ÌÖлúеÄÜÊÇ·ñÊغã
ÒÔÉϲÙ×÷Ò»¶¨ÓÐÎóµÄÒ»¸ö²½ÖèÊÇ______£¨ÌîÕýÈ·Ñ¡ÏîÇ°µÄ×Öĸ£©
¢Û¸ù¾Ý´ò³öµÄÖ½´ø£¬¿ÉÒÔ¼ä½Ó²â³ö¼ÆʱÆ÷´òÏÂijµãʱËù¶ÔÓ¦µÄÖ½´øËٶȴóС£¬Ñ¡È¡Ö½´øÉÏÁ¬ÐøµÄÎå¸öµãA¡¢B¡¢C¡¢D¡¢E£¬²â³ö¸÷µãÖ®¼äµÄ¾àÀëÈçͼ2Ëùʾ£®ËùʹÓý»Á÷µçµÄƵÂÊΪf£¬Ôò¼ÆËã´òϵãCʱֽ´øµÄËÙ¶Èv=______£¨ÓÃx1¡¢x2¡¢x3¡¢x4¼°f±íʾ£©
¢ÙΪÍê³É´ËʵÑ飬³ýÁËËù¸øµÄÆ÷²ÄÍ⣬»¹ÐèÒªµÄÆ÷²ÄÓÐ______£¨ÌîÕýÈ·Ñ¡ÏîÇ°µÄ×Öĸ£©
A£®ºÁÃ׿̶ȳßB£®»úеÃë±í
C£®4¡«6VµÄÖ±Á÷µçÔ´ D£®4¡«6VµÄ½»Á÷µçÔ´
¢ÚÏÂÃæÁоÙÁ˸ÃʵÑéµÄ¼¸¸ö²Ù×÷²½Ö裺
A£®°´ÕÕͼʾµÄ×°Öð²×°Æ÷²Ä
B£®½«´òµã¼ÆʱÆ÷½Óµ½µçÔ´µÄ¡°½»Á÷Êä³ö¡±ÉÏ
C£®·Å¿ªÖ½´øºó£¬½ÓͨµçÔ´£¬Ê¹¼ÆʱÆ÷ÔÚÖ½´øÉÏ´ò³öµã¼£
D£®²âÁ¿Ö½´øÉÏËùÑ¡¼ÆÊýµã¼äµÄ¾àÀë
E£®¸ù¾Ý²âÁ¿µÄ½á¹ûÑéÖ¤ÖØ´¸Ï½µ¹ý³ÌÖлúеÄÜÊÇ·ñÊغã
ÒÔÉϲÙ×÷Ò»¶¨ÓÐÎóµÄÒ»¸ö²½ÖèÊÇ______£¨ÌîÕýÈ·Ñ¡ÏîÇ°µÄ×Öĸ£©
¢Û¸ù¾Ý´ò³öµÄÖ½´ø£¬¿ÉÒÔ¼ä½Ó²â³ö¼ÆʱÆ÷´òÏÂijµãʱËù¶ÔÓ¦µÄÖ½´øËٶȴóС£¬Ñ¡È¡Ö½´øÉÏÁ¬ÐøµÄÎå¸öµãA¡¢B¡¢C¡¢D¡¢E£¬²â³ö¸÷µãÖ®¼äµÄ¾àÀëÈçͼ2Ëùʾ£®ËùʹÓý»Á÷µçµÄƵÂÊΪf£¬Ôò¼ÆËã´òϵãCʱֽ´øµÄËÙ¶Èv=______£¨ÓÃx1¡¢x2¡¢x3¡¢x4¼°f±íʾ£©
£¨1£©Í¨¹ý´òµã¼ÆʱÆ÷¼ÆËãʱ¼ä£¬¹Ê²»ÐèÒªÃë±í£¬´òµã¼ÆʱÆ÷Ó¦¸ÃÓë½»Á÷µçÔ´Á¬½Ó£¬ÐèÒª¿Ì¶È³ß²âÁ¿Ö½´øÉÏÁ½µã¼äµÄ¾àÀ룮¹ÊA¡¢DÕýÈ·£¬B¡¢C´íÎó£®
ËùÒÔÑ¡£ºAD£®
£¨2£©²»µ±µÄ²½ÖèÊÇC£¬Ó¦ÏȽÓͨµçÔ´£¬ºó·Å¿ªÖ½´ø£¬Ê¹¼ÆʱÆ÷ÔÚÖ½´øÉÏ´ò³öµã¼££»
ËùÒÔÑ¡£ºC£®
£¨3£©¸ù¾Ýij¶Îʱ¼äÄÚµÄƽ¾ùËٶȵÈÓÚÕâ¶Îʱ¼äµÄÖÐʱ¿ÌËٶȣ¬ÔòÓУºvC=
AE=
=
=
£»
¹Ê´ð°¸Îª£º£¨1£©AD£»£¨2£©C£»£¨3£©
£®
ËùÒÔÑ¡£ºAD£®
£¨2£©²»µ±µÄ²½ÖèÊÇC£¬Ó¦ÏȽÓͨµçÔ´£¬ºó·Å¿ªÖ½´ø£¬Ê¹¼ÆʱÆ÷ÔÚÖ½´øÉÏ´ò³öµã¼££»
ËùÒÔÑ¡£ºC£®
£¨3£©¸ù¾Ýij¶Îʱ¼äÄÚµÄƽ¾ùËٶȵÈÓÚÕâ¶Îʱ¼äµÄÖÐʱ¿ÌËٶȣ¬ÔòÓУºvC=
. |
v |
xAE |
t |
x1+x2+x3+x4 | ||
|
(x1+x2+x3+x4)f |
4 |
¹Ê´ð°¸Îª£º£¨1£©AD£»£¨2£©C£»£¨3£©
(x1+x2+x3+x4)f |
4 |
Á·Ï°²áϵÁдð°¸
Ïà¹ØÌâÄ¿