
£¨3£©ÖÊÁ¿Îª0.2kgµÄСÇòÒÔ6m/sµÄËÙ¶ÈÊúÖ±ÏòÏÂÂäÖÁˮƽµØÃ棬¾0.2sºó£¬ÔÙÒÔ4m/sµÄËÙ
¶È·´Ïòµ¯»Ø¡£È¡ÊúÖ±ÏòÉÏΪÕý·½Ïò£¬g=10m/s2¡£Çó£º ¢ÙСÇòÓëµØÃæÅöײǰºóµÄ¶¯Á¿±ä»¯£» ¢ÚСÇòÊܵ½µØÃæµÄƽ¾ù×÷ÓÃÁ¦´óС¡£
¡ø¡ø¡ø¡ø¡ø
ËÄ¡¢¼ÆËãÌ⣺±¾Ìâ¹²3СÌ⣬¹²¼Æ47·Ö¡£½â´ðʱÇëд³ö±ØÒªµÄÎÄ×Ö˵Ã÷¡¢·½³ÌʽºÍÖØÒªµÄÑÝËã
²½Ö衣ֻд³ö×îºó´ð°¸µÄ²»Äܵ÷֡£ÓÐÊýÖµ¼ÆËãµÄÌ⣬´ð°¸ÖбØÐëÃ÷ȷд³öÊýÖµºÍµ¥Î»¡£ 13£®Ðýת´Å¼«Ê½·¢µç»úͨ¹ý´Å¼«µÄÐýתʹ²»¶¯µÄÏßȦÇиî´Å¸ÐÏß¶ø²úÉú¸ÐÓ¦µçÁ÷£¬ÆäÔÀíʾ
Òâͼ¿É¼ò»¯Îª£ºÈçͼËùʾ£¬¹Ì¶¨²»¶¯µÄµ¥ÔѾØÐÎÏßȦabcdµÄµç×èΪr£¬Íâµç×èΪR£¬´Å³¡ÈÆ×ªÖáOO/ÔÈËÙת¶¯£¬½ÇËÙ¶ÈΪ¦Ø¡£Í¼Öеĵçѹ±íΪÀíÏëµç±í£¬Ê¾ÊýΪU¡£Çó£º £¨1£©·¢µç»úÏßȦÄÚ×èÏûºÄµÄ¹¦ÂÊ£»
£¨2£©´ÓͼʾλÖÿªÊ¼¼ÆÊ±£¬t=0ʱ£¬Í¨¹ýÍâµç×èRµÄµçÁ÷¼°·½Ïò£»
£¨3£©´ÓͼʾλÖÿªÊ¼¼ÆÊ±£¬t?
1Tʱ£¬´©¹ý¾ØÐÎÏßȦabcdµÄ´ÅͨÁ¿¡£ 4O/ ¦Ø a b B d O V c
R
14£®ÈçͼËùʾ£¬Á¶¸Ö³§Í¨³£ÓùöͲÀ´´«ËÍÈí¸Ö¶§£¬Ê¹¾ßÓÐÒ»¶¨³õËٶȵÄÈí¸Ö¶§Í¨¹ý¹öͲ»¬ÉÏ
ƽ̨¡£ÖÊÁ¿ÎªMµÄÈí¸Ö¶§³¤ÎªL£¬ÉϱíÃæ¹â»¬£¬Ï±íÃæÓëÆ½Ì¨¼äÊǴֲڵġ£ÏÖÒÔˮƽÏòÓҵijõËÙ¶È»¬ÉÏÆ½Ì¨£¬È«²¿»¬ÉÏÆ½Ì¨Ê±µÄËÙ¶ÈΪ¦Ô¡£´Ëʱ£¬ÔÚÆäÓÒ¶ËÎÞ³õËÙ·ÅÉÏÒ»¸öÖÊÁ¿ÎªmµÄ»¬¿é£¨ÊÓΪÖʵ㣩¡£ËæºóÈí¸Ö¶§»¬¹ý2L¾àÀëʱËÙ¶ÈΪÁ㣬»¬¿éÇ¡ºÃµ½´ïƽ̨¡£ÖØÁ¦¼ÓËÙ¶ÈÈ¡g£¬¿ÕÆø×èÁ¦²»¼Æ¡£Çó£º
£¨1£©»¬¿é»ñµÃµÄ×î´ó¼ÓËÙ¶È£¨²»¿¼ÂÇÓëÆ½Ì¨µÄײ»÷¹ý³Ì£©£»
£¨2£©»¬¿é·ÅÉϺó£¬Èí¸Ö¶§»¬¶¯¹ý³Ì¿Ë·þ×èÁ¦×öµÄ¹¦£» £¨3£©Èí¸Ö¶§´¦ÓÚ¾²Ö¹×´Ì¬Ê±£¬»¬¿éµ½´ïƽ̨µÄ¶¯ÄÜ¡£
¦Ô Èí¸Ö¶§ ¹öͲ ƽ̨ »¬¿é
15£®ÈçͼËùʾ£¬°ë¾¶ÎªrµÄÔ²ÐÎÇøÓòÄÚÓÐÆ½ÐÐÓÚÖ½ÃæµÄÔÈǿƫתµç³¡£¬µç³¡Óëˮƽ·½Ïò³É60¡ã
½Ç£¬Í¬ÐÄ´óÔ²°ë¾¶Îª3r£¬Á½Ô²¼äÓд¹Ö±ÓÚÖ½ÃæÏòÀïµÄÔÈÇ¿´Å³¡£¬´Å¸ÐӦǿ¶ÈΪB¡£ÖÊÁ¿Îªm£¬´øµçÁ¿Îª+qµÄÁ£×Ó¾µç³¡¼ÓËÙºóÇ¡ºÃÑØ´Å³¡±ß½ç½øÈë´Å³¡£¬¾´Å³¡Æ«×ªÇ¡ºÃ´ÓÄÚÔ²µÄ×î¸ßµãA´¦½øÈëµç³¡£¬²¢´Ó×îµÍµãC´¦À뿪µç³¡¡£²»¼ÆÁ£×ÓµÄÖØÁ¦¡£Çó£º £¨1£©¸ÃÁ£×Ó´ÓA´¦½øÈëµç³¡Ê±µÄËÙÂÊ£» £¨2£©Æ«×ªµç³¡µÄ³¡Ç¿´óС£»
£¨3£©Ê¹¸ÃÁ£×Ó²»½øÈëµç³¡²¢Ôڴų¡ÖÐ×öÍêÕûµÄÔ²ÖÜÔ˶¯£¬¼ÓËÙµçѹµÄȡֵ·¶Î§¡£
¦Ô
A
C B ¼ÓËٵ糡
ÑγÇÊÐ2018½ì¸ßÈýÄê¼¶µÚÒ»´Îµ÷Ñп¼ÊÔ
ÎïÀí²Î¿¼´ð°¸¼°ÆÀ·Ö±ê×¼
Ò»¡¢µ¥ÏîÑ¡ÔñÌ⣺±¾Ìâ¹²5СÌ⣬ÿСÌâ3·Ö£¬¹²¼Æ15·Ö¡£Ã¿Ð¡ÌâÖ»ÓÐÒ»¸öÑ¡Ïî·ûºÏÌâÒâ¡£
ÌâºÅ ´ð°¸ 1 A 2 D 3 A 4 C 5 B ¶þ¡¢¶àÏîÑ¡ÔñÌ⣺±¾Ìâ¹²4СÌ⣬ÿСÌâ4·Ö£¬¹²¼Æ16·Ö¡£Ã¿Ð¡ÌâÓжà¸öÑ¡Ïî·ûºÏÌâÒ⣬ȫ²¿Ñ¡¶ÔµÄµÃ4·Ö£¬Ñ¡¶Ôµ«²»È«µÄµÃ2·Ö£¬´íÑ¡»ò²»´ðµÃ0·Ö¡£
ÌâºÅ ´ð°¸ 6 ACD 7 BC 8 AC 9 BD Èý¡¢¼ò´ðÌ⣺±¾Ìâ·Ö±Ø×öÌ⣬¹²¼Æ42·Ö¡£Ç뽫½â´ðÌîдÔÚ´ðÌ⿨ÏàÓ¦µÄλÖᣠ10£®£¨8·Ö£© £¨Ã¿¿Õ2·Ö£© £¨1£©Áã¿Ì¶ÈÏß 5.0
2Hd2£¨2£©2
x?¦¤t2£¨3£©> 11. £¨1£©d
£¨2£©h £¨3£©g
£¨4£©0.5~0.7
ÆÀ·Ö½¨Ò飺(1)ÎÊ2·Ö£¬(2)ÎÊ2·Ö£¬(3)ÎÊ2·Ö£¬(4)ÎÊ4·Ö£¬¹²10·Ö 12£®A£¨12·Ö£©
£¨1£©AD £¨4·Ö£© £¨2£©0.4 > £¨4·Ö£© £¨3£©½âÎö£º
¢ÙN?mNA?1?1022¸ö £¨1·Ö£© M13M V=¦Ðd £¨1·Ö£©
6V¢Ú¦Ñ?M?VNA £¨1·Ö£© ¦Ñ3d?6M?3?10?10m £¨1·Ö£©
??NA 12£®B£¨12·Ö£©
£¨1£©AD £¨4·Ö£© £¨2£©x??sin5¦Ðt 1.5 £¨4·Ö£© £¨3£©½âÎö£º
35c1?c £¨2·Ö£© n21¢Ú n? £¨1·Ö£©
sin?¢Ù????30O
?A?30O £¨1·Ö£©
12£®C£¨12·Ö£©
£¨1£©AD £¨4·Ö£© £¨2£© 2 7.91 £¨4·Ö£© £¨3£©½âÎö£º
¢Ù?P?m?2-m?1 £¨1·Ö£©
s ?P?2kgm /·½ÏòÊúÖ±ÏòÉÏ £¨1·Ö£©
¢Ú(F?mg)?t??P £¨1·Ö£©
F=12N £¨1·Ö£©
ËÄ¡¢¼ÆËãÌ⣺ ±¾Ìâ¹²3СÌ⣬¹²¼Æ47·Ö¡£½â´ðʱÇëд³ö±ØÒªµÄÎÄ×Ö˵Ã÷¡¢·½³ÌʽºÍÖØÒªµÄÑÝËã²½Ö衣ֻд³ö×îºó´ð°¸µÄ²»Äܵ÷֡£ÓÐÊýÖµ¼ÆËãµÄ£¬ ´ð°¸ÖбØÐëÃ÷ȷд³öÊýÖµºÍµ¥Î»¡£ 13. £¨15·Ö£©½âÎö£º
?U?p???r £¨4·Ö£© ¢År?R?¢ÆUmax?2U £¨2·Ö£©
2I?2U £¨2·Ö£© R·½Ïò×Ô×óÏòÓÒ £¨1·Ö£© ¢ÇEmax??BS £¨2·Ö£©
??BS £¨2·Ö£©
??2U?R?r? £¨2·Ö£© R?±¾ÌâÓÐÆäËü½â·¨£¬ÕýÈ·µÄ¶ÔÕÕÆÀ·Ö±ê×¼¸ø·Ö¡£ 14. £¨16·Ö£©½âÎö£º
¢ÅÓÉÓÚ»¬¿éÓëÈí¸Ö¶§¼äÎÞĦ²Á£¬ËùÒÔ£¬Èí¸Ö¶§ÔÚÆ½Ì¨ÉÏ»¬¹ý¾àÀëLʱ£¬»¬¿éÍÑÀë×ö×ÔÓÉÂäÌåÔ˶¯¡£
a=g£¨4·Ö£©
¢Æ¸ù¾Ý¶¯Äܶ¨ÀíµÃ£º
EK=1M?2 £¨1·Ö£© 2¡ÆW=?EK £¨1·Ö£©
Wf¿Ë?-?EK?1M?2 £¨2·Ö£© 2¢Ç»¬¿éÍÑÀëÈí¸Ö¶§ºó×ö×ÔÓÉÏÂÂ䵽ƽ̨µÄʱ¼äÓëÈí¸Ö¶§ÔÚÆ½Ì¨×îºó»¬¶¯LµÄʱ¼äÏàͬ£¬¶¼Îªt¡£ £¨1·Ö£©
1?gt2 £¨1·Ö£© 21?(M+m)gL+?MgL=M?2 £¨2·Ö£©
2 L=?m=gtEKm=£¨1·Ö£©
Áª½âÒÔÉÏËĸö·½³ÌʽµÃ£º
1m?m2£¨1·Ö£©2
EKm2(2M+m)mg2L2£¨2·Ö£© =M?2
±¾ÌâÓÐÆäËü½â·¨£¬ÕýÈ·µÄ¶ÔÕÕÆÀ·Ö±ê×¼¸ø·Ö¡£ 15. £¨16·Ö£©½âÎö£º
¢Å´øµçÁ£×ÓÒÔ¦Ô½øÈë´Å³¡¾1/3TµÄʱ¼ä´ÓÄÚÔ²×î¸ßAµã´¦½øÈëµç³¡ £¨1·Ö£©
Bq?=m?2R A £¨1·Ö£©
¦Ô R ¦Ô
R=23rr 120 O £¨1·Ö£© 3R O O/ 23rBq £¨1·Ö£© ?=3m¢Æ´øµçÁ£×Ó½øÈëµç³¡×öÀàÆ½Å×Ô˶¯¡£ £¨1·Ö£©
A o2rcos60??t ¦Ô ¦Ô £¨1·Ö£©
R r 120O R O O/
°Ù¶ÈËÑË÷¡°77cn¡±»ò¡°Ãâ·Ñ·¶ÎÄÍø¡±¼´¿ÉÕÒµ½±¾Õ¾Ãâ·ÑÔĶÁÈ«²¿·¶ÎÄ¡£Êղر¾Õ¾·½±ãÏ´ÎÔĶÁ£¬Ãâ·Ñ·¶ÎÄÍø£¬Ìṩ¾µäС˵×ÛºÏÎÄ¿â½ËÕÊ¡ÄϾ©ÊС¢ÑγÇÊÐ2018½ì¸ßÈýµÚÒ»´ÎÄ£Ä⿼ÊÔ ÎïÀí Word°æº¬´ð(2)ÔÚÏßÈ«ÎÄÔĶÁ¡£
Ïà¹ØÍÆ¼ö£º
