ÌâÄ¿ÄÚÈÝ
1£®£¨1£©Çë°ÑÁ½¶ÓÉí¸ßÊý¾Ý¼Ç¼ÔÚͼÖÐËùʾµÄ¾¥Ò¶Í¼ÖУ¬²¢Çó³öÁ½¸ö¶ÓµÄÉí¸ßµÄƽ¾ùÊý£»
£¨2£©ÏÖ´ÓÁ½¶ÓËùÔÚÉí¸ß³¬¹ý178cmµÄͬѧÖÐËæ»ú³éÈ¡ÈýÃ÷ͬѧ£¬ÔòÇ¡ºÃÁ½ÈËÀ´×ÔÅÅÇò¶ÓÒ»ÈËÀ´×ÔÀºÇò¶ÓµÄ¸ÅÂÊÊǶàÉÙ£¿
·ÖÎö £¨1£©ÏÈ»³ö¾¥Ò¶Í¼È磬ÓÉ´ËÄÜÇó³öÁ½¸ö¶ÓµÄÉí¸ßµÄƽ¾ùÊý£®
£¨2£©Á½¶ÓËùÓÐÉí¸ß³¬¹ý178cmµÄѧÉú¹²ÓÐ5ÈË£¬ÆäÖÐ3ÈËÀ´×ÔÅÅÇò¶Ó¼ÇΪa£¬b£¬c£¬2ÈËÀ´×ÔÀºÇò¶Ó¼ÇΪA£¬B£¬ÀûÓÃÁоٷ¨ÄÜÇó³öÇ¡ºÃÁ½ÈËÀ´×ÔÅÅÇò¶ÓÒ»ÈËÀ´×ÔÀºÇò¶ÓµÄ¸ÅÂÊ£®
½â´ð £¨±¾Ð¡ÌâÂú·Ö12·Ö£©
½â£º£¨1£©»³ö¾¥Ò¶Í¼Èçͼ£®![]()
£¨2·Ö£©${\overline x_{ÅÅÇò}}=170.4$£¬£¨4·Ö£©${\overline x_{ÀºÇò}}=171.1$£®£¨6·Ö£©
£¨2£©Á½¶ÓËùÓÐÉí¸ß³¬¹ý178cmµÄѧÉú¹²ÓÐ5ÈË£¬
ÆäÖÐ3ÈËÀ´×ÔÅÅÇò¶Ó¼ÇΪa£¬b£¬c£¬2ÈËÀ´×ÔÀºÇò¶Ó¼ÇΪA£¬B£¬
Ôò´Ó5ÈËÖгéÈ¡3ÃûѧÉúµÄ»ù±¾Ê¼þΪ£º
{a£¬b£¬c}£¬{a£¬b£¬A}£¬{a£¬b£¬B}£¬{a£¬c£¬A}£¬{a£¬c£¬B}£¬
{a£¬A£¬B}£¬{b£¬c£¬A}£¬{b£¬c£¬B}£¬{b£¬A£¬B}£¬{c£¬A£¬B}£¬¹²10¸ö£¬
ÆäÖÐÇ¡ºÃ2ÈËÀ´×ÔÅÅÇò¶Ó1ÈËÀ´×ÔÀºÇò¶ÓµÄʼþΪ£º
{a£¬b£¬A}£¬{a£¬b£¬B}£¬{a£¬c£¬A}£¬{a£¬c£¬B}£¬
{b£¬c£¬A}£¬{b£¬c£¬B}£¬¹²6¸ö£¬
¡àÇ¡ºÃ2ÈËÀ´×ÔÅÅÇò¶Ó1ÈËÀ´×ÔÀºÇò¶ÓµÄ¸ÅÂÊ$P=\frac{3}{5}$£®£¨12·Ö£©
µãÆÀ ±¾Ì⿼²é¸ÅÂʵÄÇ󷨣¬ÊÇ»ù´¡Ì⣬½âÌâʱҪÈÏÕæÉóÌ⣬עÒâÁоٷ¨µÄºÏÀíÔËÓã®
ÔÚÉÏÊöÌõ¼þÏ£¬¸ø³öÏÂÁÐËĸö½áÂÛ£º
¢ÙDE=BD£»¢Ú¡÷BDF¡Õ¡÷CDE£»¢ÛCE=2£»¢ÜDE2=AF•BF£¬ÔòËùÓÐÕýÈ·½áÂÛµÄÐòºÅÊÇ£¨¡¡¡¡£©
| A£® | ¢Ù¢Ú¢Û | B£® | ¢Ú¢Û¢Ü | C£® | ¢Ù¢Û¢Ü | D£® | ¢Ù¢Ú¢Ü |
| A£® | ?x1£¬x2¡ÊRÇÒx1£¼x2£¬$x_1^3¡Ýx_2^3$ | B£® | ?x1£¬x2¡ÊRÇÒx1¡Ýx2£¬$x_1^3¡Ýx_2^3$ | ||
| C£® | ?x1£¬x2¡ÊRÇÒx1£¼x2£¬$x_1^3¡Ýx_2^3$ | D£® | ?x1£¬x2¡ÊRÇÒx1¡Ýx2£¬$x_1^3¡Ýx_2^3$ |
| A£® | $\frac{{41\sqrt{41}¦Ð}}{48}$ | B£® | 12¦Ð | C£® | $\frac{25¦Ð}{4}$ | D£® | $\frac{41¦Ð}{4}$ |