½â´ð£º
½â£ºÓÐA¡¢B¡¢C¡¢D¡¢E¡¢F¡¢G¡¢HÔ×ÓÐòÊýµÝÔöµÄǰËÄÖÜÆÚ°ËÖÖÔªËØ£¬
¢ÙA¡¢B¡¢C¡¢D¡¢E¡¢FΪ¶ÌÖÜÆÚÖ÷×åÔªËØ£¬Ô×Ó°ë¾¶´óС¹ØÏµÎªA£¼D£¼C£¼B£¼F£¼E£»
¢ÚAÓëDÐγɵϝºÏÎï³£ÎÂÏÂΪҺ̬£¬ÎªË®£¬AµÄÔ×ÓÐòÊýСÓÚD£¬ÔòAÊÇHÔªËØ¡¢DÊÇOÔªËØ£»
¢ÛBÔªËØÔ×Ó¼Ûµç×Ó£¨ÍâΧµç×Ó£©ÅŲ¼Îªns
nnp
n£¬ÇÒBµÄÔ×ÓÐòÊýСÓÚD£¬n=2£¬ÔòBÊÇCÔªËØ£¬CµÄÔ×ÓÐòÊý´óÓÚB¶øÐ¡ÓÚD£¬ÔòCÊÇNÔªËØ£»
¢ÜFÔªËØÔ×ӵĺËÍâpµç×Ó×ÜÊý±Èsµç×Ó×ÜÊý¶à1£¬ÇÒÔ×ÓÐòÊý´óÓÚD£¬ÔòFÊÇAlÔªËØ£»
¢ßHÄÜÐγɺìÉ«£¨»òשºìÉ«£©µÄH
2DºÍºÚÉ«µÄHDÁ½ÖÖ»¯ºÏÎÔòHÊÇCuÔªËØ£»
¢ÞGµÄ»ù̬Ô×ÓºËÍâÓÐ6¸öδ³É¶Ôµç×Ó£¬ÔòGÊÇCrÔªËØ£»
¢ÝµÚÒ»µç×ÓÄÜ£ºF£¼E£¬ÇÒEµÄÔ×ÓÐòÊýСÓÚF£¬ÔòEÊÇMgÔªËØ£»
£¨1£©GÔªËØÊÇCrÔªËØ£¬Æä3d¡¢4sµç×ÓΪÆä¼Ûµç×Ó£¬ÔòGÔªËØ»ù̬Ô×ӵļ۵ç×ÓÅŲ¼Í¼Îª

£¬
¹Ê´ð°¸Îª

£»
£¨2£©CO
32-ÖÐCÔ×Ó¼Û²ãµç×Ó¶Ô¸öÊý=3+
¡Á£¨4+2-3¡Á2£©=3£¬ËùÒÔCÔ×Ó²ÉÈ¡µÄÔÓ»¯¹ìµÀÀàÐÍΪsp
2£¬¹Ê´ð°¸Îª£ºsp
2£»
£¨3£©¸ù¾ÝµÈµç×ÓÌåÔÀí£¬µÈµç×ÓÌå½á¹¹ÏàËÆ£¬ÍƲâN
2OºÍCO
2ΪµÈµç×ÓÌ壬ËùÒÔN
2O·Ö×ӵĿռ乹ÐÍΪ Ö±ÏßÐΣ¬¹Ê´ð°¸Îª£ºÖ±ÏßÐΣ»
£¨4£©EÊÇMg£¬FÊÇAlÔªËØ£¬
a£®µç×Ó²ã½á¹¹ÏàͬµÄÀë×Ó£¬ÆäÀë×Ó°ë¾¶Ëæ×ÅÔ×ÓÐòÊýµÄÔö´ó¶ø¼õС£¬ËùÒÔÀë×Ó°ë¾¶E£¾F£¬¹ÊÕýÈ·£»
b£®Í¬Ò»ÖÜÆÚÔªËØ£¬ÔªËصĵ縺ÐÔËæ×ÅÔ×ÓÐòÊýµÄÔö´ó¶øÔö´ó£¬ËùÒԵ縺ÐÔE£¼F£¬¹ÊÕýÈ·£»
c£®ÂÁÔ×Ӱ뾶СÓÚþ£¬¶øµçºÉ´óÓÚMg£¬ËùÒÔµ¥ÖʵÄÈÛµãE£¼F£¬¹Ê´íÎó£»
d£®E¡¢FµÄµ¥ÖʾùÄÜÓëÑõ»¯Îï·¢ÉúÖû»£¬Ã¾ºÍ¶þÑõ»¯Ì¼·¢ÉúÖû»·´Ó¦£¬ÂÁºÍÑõ»¯Ìú·¢ÉúÂÁÈÈ·´Ó¦£¬¹ÊÕýÈ·£»
e£®FµÄÑõ»¯Îï¾ßÓÐÁ½ÐÔ£¬EµÄÑõ»¯ÎïûÓÐÁ½ÐÔ£¬¹Ê´íÎó£»
f£®Al¾ùÄÜÓëÂÈÔªËØ¹¹³ÉµÄ»¯ºÏÎïÊÇ·Ö×Ó¾§Ì壬¹Ê´íÎó£»
¹ÊÑ¡abd£»
£¨5£©NH
3¼«Ò×ÈÜÓÚH
2O£¬ÔÒòÊÇH
2OºÍNH
3ÊǼ«ÐÔ·Ö×Ó£¬H
2OÓë NH
3ÐγÉÇâ¼ü£¬¸ù¾Ý¡°ÏàËÆÏàÈÜ¡±ÔÀí£¬NH
3ÔÚH
2OÖÐÈܽâ¶È¼«´ó£¬
¹Ê´ð°¸Îª£ºH
2OºÍNH
3ÊǼ«ÐÔ·Ö×Ó£¬H
2OÓë NH
3ÐγÉÇâ¼ü£¬¸ù¾Ý¡°ÏàËÆÏàÈÜ¡±ÔÀí£¬NH
3ÔÚH
2OÖÐÈܽâ¶È¼«´ó£»
£¨6£©Eµ¥Öʵľ§ÌåÖÐÔ×ӵĶѻý·½Ê½Èçͼ¼×Ëùʾ£¬Æä¾§°ûÌØÕ÷ÈçͼÒÒËùʾ£¬¾§°ûÈçÏÂͼ±ûËùʾ£®ÔòEµ¥Öʵľ§Ìå¶Ñ»ýÄ£ÐÍΪÁù·½×îÃܶѻý£»
þÔ×ӵİ뾶Ϊrpm£¬¾§°ûµ×ÃæÎªÆ½ÐÐËıßÐΣ¬Æä¸÷±ß³¤Îªa=2r£¬ËùÒÔÆ½ÐÐËıßÐεÄÃæ»ýΪS=a?asin60¡ã=
a2£¬¾§°ûÖÐÆ½ÐÐËÄÃæÌåµÄh=2¡Á±ß³¤ÎªaµÄËÄÃæÌåµÄ¸ß=2¡Á
a=
a£¬ËùÒÔV£¨¾§°û£©=S¡Áh=
a2¡Á
a=
a
3=8
r
3pm
3£¬ÔòÆäÌå»ýΪ£¨8
r
3¡Á10
-30£©cm
3£¬
¸Ã¾§°ûÖÐMgÔ×Ó¸öÊý=1+8¡Á
=2£¬Ôò¾§°ûµÄÃܶÈ=
g/cm
3£¬
¹Ê´ð°¸Îª£ºÁù·½×îÃܶѻý£»
£®