ÌâÄ¿ÄÚÈÝ
12£®ÀûÓøºÎ¶ÈϵÊýÈÈÃôµç×èÖÆ×÷µÄÈÈÃô´«¸ÐÆ÷£¬Ò»°ãÌå»ýºÜС£¬¿ÉÒÔÓÃÀ´²âÁ¿ºÜС·¶Î§ÄÚµÄζȱ仯£¬·´Ó¦¿ì£¬¶øÇÒ¾«È·¶È¸ß£®£¨1£©Èç¹û½«¸ºÎ¶ÈϵÊýÈÈÃôµç×èÓëµçÔ´¡¢µçÁ÷±íºÍÆäËûÔª¼þ´®Áª³ÉÒ»¸öµç·£¬ÆäËûÒòËØ²»±ä£¬Ö»ÒªÈÈÃôµç×èËù´¦ÇøÓòµÄζȽµµÍ£¬µç·ÖеçÁ÷½«±äС£¨Ñ¡Ìî¡°´ó¡±»ò¡°Ð¡¡±£©£®
£¨2£©ÉÏÊöµç·ÖУ¬ÎÒÃǽ«µçÁ÷±íÖеĵçÁ÷¿Ì¶È»»³ÉÏàÓ¦µÄζȿ̶ȣ¬¾ÍÄÜÖ±½ÓÏÔʾ³öÈÈÃôµç×踽½üµÄζȣ®Èç¹û¿Ì¶ÈÅÌÕýÖеÄζÈΪ20¡æ£¨Èçͼ¼×Ëùʾ£©£¬Ôò 25¡æµÄ¿Ì¶ÈÓ¦ÔÚ20¡æµÄ¿Ì¶ÈµÄÓÒ£¨Ñ¡Ìî¡°×ó¡±»ò¡°ÓÒ¡±£©²à£®
£¨3£©ÎªÁ˽«ÈÈÃôµç×è·ÅÖÃÔÚijÊ߲˴óÅïÄÚ¼ì²â´óÅïÄÚζȱ仯£¬ÇëÓÃͼÒÒÖÐµÄÆ÷²Ä£¨¿ÉÔö¼ÓÔªÆ÷¼þ£©Éè¼ÆÒ»¸öµç·£®
·ÖÎö £¨1£©ÈÈÃôµç×è¾ßÓÐÔÚÊÜÈÈʱµç×èѸËÙ¼õС¡¢Î¶ȽµµÍʱµç×èѸËÙµÄÌØµã£¬ËùÒÔµ±ÈÈÃôµç×èËùÔÚÇøÓòµÄζȽµµÍ£¬×èÖµÔö´ó£¬ÓÉÅ·Ä·¶¨ÂÉ¿ÉÖªµç·ÖеĵçÁ÷±ä»¯Çé¿ö£»
£¨2£©µ±ÈÈÃôµç×踽½üµÄζÈСÓÚ20¡æÊ±£¬ÈÈÃôµç×èµÄ×èÖµ±ä´ó£¬µç·ÖеĵçÁ÷±äС£¬ËùÒÔ15¡æµÄ¿Ì¶ÈÓ¦ÔÚ20¡æµÄ×ó±ß£»
£¨3£©¸ù¾ÝʵÑéÒªÇóÃ÷ȷʵÑéµç·µÄ½Ó·¨£®
½â´ð
½â£º£¨1£©ÒòΪ¸ºÎ¶ÈϵÊýÈÈÃôµç×èζÈÉý¸ßʱµç×è¼õС£¬Î¶ȽµµÍʱ£¬µç×èÔö´ó£®¹Êµç·ÖеçÁ÷»á¼õС£®
£¨2£©ÓÉ£¨1£©µÄ·ÖÎöÖª£¬Î¶ÈÔ½¸ß£¬µçÁ÷Ô½´ó£¬25¡æµÄ¿Ì¶ÈÓ¦¶ÔÓ¦½Ï´óµçÁ÷£¬¹ÊÔÚ20¡æ¶ÔÓ¦µçÁ÷¿Ì¶ÈµÄÓҲ࣮
£¨3£©ÓÉÓÚÈÈÃôµç×èµÄ×èÖµËæÎ¶ȵı仯¶ø±ä»¯£¬¹ÊÖ»Ð轫µçÁ÷±íÓëÈÈÃôµç×è´®ÁªÔÚµçÔ´Á½¶Ë£¬¼´¿ÉÏÔʾζȵÄʾÊý£»
ÈçͼËùʾ£º
¹Ê´ð°¸Îª£º£¨1£©Ð¡
£¨2£©ÓÒ
£¨3£©ÈçͼËùʾ£®
µãÆÀ ±¾Ì⿼²é̽¾¿ÐÔʵÑ飬ҪעÒâÃ÷ȷʵÑéÔÀí£¬ÖØµã·ÖÎöÈÈÃôµç×èµÄÐÔÖÊ£¬È»ºó¸ù¾Ý´®²¢Áªµç·µÄ¹æÂɽøÐзÖÎö¼´¿É£®
| A£® | СÇòµÄ»úеÄܲ»Êغã | |
| B£® | ´ÓA°Ú¶¯µ½×îµÍµãOµÄ¹ý³ÌÖУ¬Ï¸Éþ¶ÔСÇò×ö¸º¹¦ | |
| C£® | ´Ó×îµÍµãO°Úµ½BµÄ¹ý³ÌÖУ¬Ï¸Éþ¶ÔС³µ×ö¸º¹¦ | |
| D£® | A¡¢BÁ½µãÓ¦ÔÚͬһˮƽÏßÉÏ |
| A£® | ÔÚOµãÉÏ·½£¬ÏòÉÏÔ˶¯ | B£® | ÔÚOµãÉÏ·½£¬ÏòÏÂÔ˶¯ | ||
| C£® | ÔÚOµãÏ·½£¬ÏòÉÏÔ˶¯ | D£® | ÔÚOµãÏ·½£¬ÏòÏÂÔ˶¯ |
| A£® | µç¶¯»ú | B£® | ·¢µç»ú | C£® | Ðîµç³Ø | D£® | ²ñÓÍ·¢¶¯»ú |
| A£® | $\frac{\sqrt{3}}{3}$ | B£® | $\frac{\sqrt{2}}{3}$ | C£® | $\frac{\sqrt{3}}{2}$ | D£® | $\frac{\sqrt{2}}{2}$ |