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2 | ±¾Õ¾×îÊÜ»¶ÓµÄÏîÄ¿Áбí. |
2 | ±¾Õ¾×îÊÜ»¶ÓµÄÏîÄ¿Áбí. |
3 | <ul class="wims_browse_list"> |
3 | <ul class="wims_browse_list"> |
4 | <li |
4 | <li> |
5 | !href module=tool/geometry/animtrace ¹ì¼£¶¯» |
5 | !href module=tool/geometry/animtrace ¹ì¼£¶¯» |
6 | , Ò»¸öÔÚÏßµÄ×÷ͼÆ÷, ¿ÉÒÔ»³ö»î¶¯µÄÇúÏß¼°ÇúÃæ. Ö»ÒªÊäÈëÒ»¸ö´ø²ÎÊýµÄ·½³Ì, |
6 | , Ò»¸öÔÚÏßµÄ×÷ͼÆ÷, ¿ÉÒÔ»³ö»î¶¯µÄÇúÏß¼°ÇúÃæ. Ö»ÒªÊäÈëÒ»¸ö´ø²ÎÊýµÄ·½³Ì, |
7 | ¾ÍÄܵõ½ËùÐèµÄÇúÏß»òÇúÃæ, »¹¿ÉÒÔËõ·Å¡¢Ðýת¡¢±äÐÎ... º¬ÓÐÒ»¸öչʾҳ, ÓÐһЩ»ºÃµÄÀý×Ó. |
7 | ¾ÍÄܵõ½ËùÐèµÄÇúÏß»òÇúÃæ, »¹¿ÉÒÔËõ·Å¡¢Ðýת¡¢±äÐÎ... º¬ÓÐÒ»¸öչʾҳ, ÓÐһЩ»ºÃµÄÀý×Ó. |
8 | <p> |
8 | <p> |
9 | ÒÔ¼°¹¤¾ß |
9 | ÒÔ¼°¹¤¾ß |
10 | !href module=tool/geometry/polyray ÇúÃæÖ±¹Ûͼ |
10 | !href module=tool/geometry/polyray ÇúÃæÖ±¹Ûͼ |
11 | ÈÃÄãÊäÈëÒþº¯Êý·½³Ì, È»ºóÓùâÏ߸ú×ٵķ½·¨»³öÇúÃæ, Ò²ÄܲúÉú¶¯». |
11 | ÈÃÄãÊäÈëÒþº¯Êý·½³Ì, È»ºóÓùâÏ߸ú×ٵķ½·¨»³öÇúÃæ, Ò²ÄܲúÉú¶¯». |
12 | ¿´ÆðÀ´·Ç³£Êæ·þ, ¾ÍÊÇÉú³ÉËÙ¶ÈÓеãÂý. |
12 | ¿´ÆðÀ´·Ç³£Êæ·þ, ¾ÍÊÇÉú³ÉËÙ¶ÈÓеãÂý. |
13 | 13 | </p> |
|
14 | </li><li |
14 | </li><li> |
15 | !href module=tool/analysis/function º¯Êý¼ÆËãÆ÷: |
15 | !href module=tool/analysis/function º¯Êý¼ÆËãÆ÷: |
16 | ÊäÈ뺯Êý¹«Ê½, µã»÷һϾÍÄܵõ½ÄãÏëÖªµÀµÄ¹ØÓڴ˺¯ÊýµÄ¸÷ÖÖÐÅÏ¢: |
16 | ÊäÈ뺯Êý¹«Ê½, µã»÷һϾÍÄܵõ½ÄãÏëÖªµÀµÄ¹ØÓڴ˺¯ÊýµÄ¸÷ÖÖÐÅÏ¢: |
17 | »ý·Ö¡¢µ¼Êý¡¢¼«ÏÞ¡¢¸ù¡¢¼«Öµ¡¢Í¼Ïñ¡¢Ì©ÀÕÕ¹¿ªÊ½, µÈµÈ <p> |
17 | »ý·Ö¡¢µ¼Êý¡¢¼«ÏÞ¡¢¸ù¡¢¼«Öµ¡¢Í¼Ïñ¡¢Ì©ÀÕÕ¹¿ªÊ½, µÈµÈ <p> |
18 | ÀàËÆµØ»¹ÓÐ |
18 | ÀàËÆµØ»¹ÓÐ |
19 | !href module=tool/linear/matrix ¾ØÕó¼ÆËãÆ÷ |
19 | !href module=tool/linear/matrix ¾ØÕó¼ÆËãÆ÷ |
20 | Äܵõ½ÄãÏëÖªµÀµÄ¹ØÓÚÄã¸ø³öµÄ¾ØÕóµÄ¸÷ÖÖÐÅÏ¢: |
20 | Äܵõ½ÄãÏëÖªµÀµÄ¹ØÓÚÄã¸ø³öµÄ¾ØÕóµÄ¸÷ÖÖÐÅÏ¢: |
21 | ÐÐÁÐʽ¡¢Äæ¾ØÕó¡¢ÌØÕ÷¶àÏîʽ¡¢ÌØÕ÷Öµ¡¢ÌØÕ÷ÏòÁ¿µÈµÈ. |
21 | ÐÐÁÐʽ¡¢Äæ¾ØÕó¡¢ÌØÕ÷¶àÏîʽ¡¢ÌØÕ÷Öµ¡¢ÌØÕ÷ÏòÁ¿µÈµÈ. |
22 | 22 | </p> |
|
23 | </li><li |
23 | </li><li> |
24 | !href module=tool/geometry/rulecomp ³ß¹æ×÷ͼ |
24 | !href module=tool/geometry/rulecomp ³ß¹æ×÷ͼ |
25 | Ä£ÄâÔ²¹æÖ±³ß×÷ͼ, º¬ÓÐÒ»ÅúÔ¤ÏÈÉè¼ÆºÃµÄÈÎÎñ, ²¢Ìṩ½â´ðÓëÌáʾ. |
25 | Ä£ÄâÔ²¹æÖ±³ß×÷ͼ, º¬ÓÐÒ»ÅúÔ¤ÏÈÉè¼ÆºÃµÄÈÎÎñ, ²¢Ìṩ½â´ðÓëÌáʾ. |
26 | 26 | ||
27 | </li><li |
27 | </li><li> |
28 | !href module=tool/algebra/factor Òò×Ó·Ö½â |
28 | !href module=tool/algebra/factor Òò×Ó·Ö½â |
29 | Õë¶ÔÕûÊýÓë¶àÏîʽ, ¹¦ÄÜÇ¿ÇÒÒ×ÓÚʹÓÃ. ËüÄÜÔÚÊýÃëÄÚ·Ö½âÔ¼ 50 볤µÄÕûÊý. |
29 | Õë¶ÔÕûÊýÓë¶àÏîʽ, ¹¦ÄÜÇ¿ÇÒÒ×ÓÚʹÓÃ. ËüÄÜÔÚÊýÃëÄÚ·Ö½âÔ¼ 50 볤µÄÕûÊý. |
30 | ÄãÒ²¿ÉÒÔÔÚÑ¡¶¨µÄÊýÓò: $m_QQ, $m_RR, $m_CC ÉÏ·Ö½â¶àÏîʽ, ÉõÖÁÔÚËØÓÐÏÞÓòÉÏ·Ö½â¶àÏîʽ. |
30 | ÄãÒ²¿ÉÒÔÔÚÑ¡¶¨µÄÊýÓò: $m_QQ, $m_RR, $m_CC ÉÏ·Ö½â¶àÏîʽ, ÉõÖÁÔÚËØÓÐÏÞÓòÉÏ·Ö½â¶àÏîʽ. |
31 | 31 | ||
32 | </li><li |
32 | </li><li> |
33 | һЩÔÚÏßÓÎÏ·: |
33 | һЩÔÚÏßÓÎÏ·: |
34 | !href module=H2/algebra/bargame Ë·Å×îºóÒ»¸öÇò |
34 | !href module=H2/algebra/bargame Ë·Å×îºóÒ»¸öÇò |
35 | , |
35 | , |
36 | !href module=H6/algebra/decrypt ½âÃÜ |
36 | !href module=H6/algebra/decrypt ½âÃÜ |
37 | , |
37 | , |
38 | !href module=H3/algebra/spuzzle »¬¶¯Æ´Í¼ |
38 | !href module=H3/algebra/spuzzle »¬¶¯Æ´Í¼ |
39 | . |
39 | . |
40 | </li><li |
40 | </li><li> |
41 | !href module=H5/geometry/gravshoot ÖØÁ¦´ò°Ð |
41 | !href module=H5/geometry/gravshoot ÖØÁ¦´ò°Ð |
42 | ÊÇÒ»¸öͼÐÎÓÎÏ·, ¸øÄãһЩµã, ÒªÄãµã³öÖØÐĵÄλÖÃ. ¸ù¾ÝÄãµã»÷µÄ¾«È·¶È´ò·Ö. |
42 | ÊÇÒ»¸öͼÐÎÓÎÏ·, ¸øÄãһЩµã, ÒªÄãµã³öÖØÐĵÄλÖÃ. ¸ù¾ÝÄãµã»÷µÄ¾«È·¶È´ò·Ö. |
43 | <p |
43 | <p> |
44 | ͬһϵÁÐµÄÆäËüÓÎÏ·: |
44 | ͬһϵÁÐµÄÆäËüÓÎÏ·: |
45 | !href module=H4/geometry/trishoot Èý½ÇÐδò°Ð |
45 | !href module=H4/geometry/trishoot Èý½ÇÐδò°Ð |
46 | , |
46 | , |
47 | !href module=U1/algebra/vecshoot ÏòÁ¿´ò°Ð |
47 | !href module=U1/algebra/vecshoot ÏòÁ¿´ò°Ð |
48 | , |
48 | , |
49 | !href module=H6/algebra/compshoot ¸´ÊýÆ½Ãæ´ò°Ð |
49 | !href module=H6/algebra/compshoot ¸´ÊýÆ½Ãæ´ò°Ð |
50 | , |
50 | , |
51 | !href module=U1/algebra/linshoot ÏßÐÔ´ò°Ð |
51 | !href module=U1/algebra/linshoot ÏßÐÔ´ò°Ð |
52 | . |
52 | . |
53 | 53 | </p> |
|
54 | </li><li |
54 | </li><li> |
55 | !href module=H6/geometry/coincfree ͽÊÖÄâºÏ |
55 | !href module=H6/geometry/coincfree ͽÊÖÄâºÏ |
56 | , ¸øÄãÒ»ÌõÇúÏß, ÒªÄãÕÒ³öÒ»¸öº¯Êý·½³Ì, ʹµÃËüµÄÇúÏß¾¡¿ÉÄܽӽü¸ø³öµÄÇúÏß. |
56 | , ¸øÄãÒ»ÌõÇúÏß, ÒªÄãÕÒ³öÒ»¸öº¯Êý·½³Ì, ʹµÃËüµÄÇúÏß¾¡¿ÉÄܽӽü¸ø³öµÄÇúÏß. |
57 | <p |
57 | <p> |
58 | ͬһϵÁÐµÄÆäËüÁ·Ï°: |
58 | ͬһϵÁÐµÄÆäËüÁ·Ï°: |
59 | !href module=U1/algebra/coincpoly ¶àÏîʽÄâºÏ |
59 | !href module=U1/algebra/coincpoly ¶àÏîʽÄâºÏ |
60 | , |
60 | , |
61 | !href module=U1/analysis/coincdev µ¼ÊýÄâºÏ |
61 | !href module=U1/analysis/coincdev µ¼ÊýÄâºÏ |
62 | , |
62 | , |
63 | !href module=U1/analysis/coinc_eqdif ÄâºÏ΢·Ö·½³Ì |
63 | !href module=U1/analysis/coinc_eqdif ÄâºÏ΢·Ö·½³Ì |
64 | . |
64 | . |
65 | 65 | </p> |
|
66 | </li></ul> |
66 | </li></ul> |
67 | 67 |