ÌâÄ¿ÄÚÈÝ
£¨±¾ÌâÂú·Ö12·Ö£©Ä³ÃñÓªÆóÒµÉú²úA£¬BÁ½ÖÖ²úÆ·£¬¸ù¾ÝÊг¡µ÷²éºÍÔ¤²â£¬A²úÆ·µÄÀûÈóÓëͶ×ʳÉÕý±È£¬Æä¹ØÏµÈçͼ1£¬B²úÆ·µÄÀûÈóÓëͶ×ʵÄËãÊõƽ·½¸ù³ÉÕý±È£¬Æä¹ØÏµÈçͼ2£¨×¢£ºÀûÈóÓëͶ×ʵ¥Î»ÊÇÍòÔª£©
£¨1£©·Ö±ð½«A£¬BÁ½ÖÖ²úÆ·µÄÀûÈó±íʾΪͶ×ʵĺ¯Êý£¬²¢Ð´³öËüÃǵĺ¯Êý¹ØÏµÊ½.
£¨2£©¸ÃÆóÒµÒѳOµ½10ÍòÔª×ʽ𣬲¢È«²¿Í¶ÈëA£¬BÁ½ÖÖ²úÆ·µÄÉú²ú£¬ÎÊ£ºÔõÑù·ÖÅäÕâ10ÍòԪͶ×Ê£¬²ÅÄÜÊÇÆóÒµ»ñµÃ×î´óÀûÈ󣬯ä×î´óÀûÈóԼΪ¶àÉÙÍòÔª£¨¾«È·µ½1ÍòÔª£©.
![]()
![]()
£¨1£©Í¶×ÊΪ
ÍòÔª£¬A²úÆ·µÄÀûÈóΪ
ÍòÔª£¬B²úÆ·µÄÀûÈóΪ
ÍòÔª
=
£¬
=
£¬![]()
£¨2£©µ±A²úƷͶÈë3.75ÍòÔª£¬B²úƷͶÈë6.25ÍòԪʱ£¬ÆóÒµ»ñµÃ×î´óÀûÈóԼΪ4ÍòÔª¡£
¡¾½âÎö¡¿£¨1£©Í¶×ÊΪ
ÍòÔª£¬A²úÆ·µÄÀûÈóΪ
ÍòÔª£¬B²úÆ·µÄÀûÈóΪ
ÍòÔª£¬
ÓÉÌâÉè
=
£¬
=
£¬
ÓÉͼ֪![]()
![]()
£¬ÓÖ![]()
![]()
´Ó¶ø
=
£¬
=
£¬
£¨2£©ÉèA²úƷͶÈë
ÍòÔª£¬ÔòB²úƷͶÈë10-
ÍòÔª£¬ÉèÆóÒµµÄÀûÈóΪyÍòÔª
Y=
+
=
£¬£¨
£©£¬
Áî
µ±
£¬
£¬´Ëʱ
=3.75
µ±A²úƷͶÈë3.75ÍòÔª£¬B²úƷͶÈë6.25ÍòԪʱ£¬ÆóÒµ»ñµÃ×î´óÀûÈóԼΪ4ÍòÔª¡£