ÌâÄ¿ÄÚÈÝ
ÏÂÃæ˵·¨ÕýÈ·µÄ¸öÊýÊÇ£¨¡¡¡¡£©¸ö£®
¢ÙÈô¦Á¡¢¦Â¾ùΪÈñ½Ç£¬ÇÒ¦Á+¦Â=90¡ã£¬sin¦Á=
£¬Ôòcos¦Â=
£»
¢Ú°ë¾¶ÏàµÈµÄÔ²ÄÚ½ÓÕýÈý½ÇÐΡ¢Õý·½ÐΡ¢ÕýÁù±ßÐεı߳¤Ö®±ÈΪ£¼¡°m¡°£ºmath dsi£ºzoomscale=150 dsi£º_mathzoomed=1£¾3
£º
£º1£»
¢Û¶Ô½ÇÏß»¥Ïàƽ·ÖÇÒÏàµÈµÄËıßÐÎÊǾØÐΣ»
¢Ü¹ØÓÚxµÄÒ»Ôª¶þ´Î·½³Ìkx2+
x+1=0ÓÐÁ½¸ö²»ÏàµÈµÄʵÊý¸ù£¬ÔòkµÄÈ¡Öµ·¶Î§ÊÇk£¼
ÇÒk¡Ù0£®
¢ÙÈô¦Á¡¢¦Â¾ùΪÈñ½Ç£¬ÇÒ¦Á+¦Â=90¡ã£¬sin¦Á=
1 |
3 |
2
| ||
3 |
¢Ú°ë¾¶ÏàµÈµÄÔ²ÄÚ½ÓÕýÈý½ÇÐΡ¢Õý·½ÐΡ¢ÕýÁù±ßÐεı߳¤Ö®±ÈΪ£¼¡°m¡°£ºmath dsi£ºzoomscale=150 dsi£º_mathzoomed=1£¾3
3 |
2 |
¢Û¶Ô½ÇÏß»¥Ïàƽ·ÖÇÒÏàµÈµÄËıßÐÎÊǾØÐΣ»
¢Ü¹ØÓÚxµÄÒ»Ôª¶þ´Î·½³Ìkx2+
k+1 |
1 |
3 |
A¡¢1 | B¡¢2 | C¡¢3 | D¡¢4 |
Á·Ï°²áϵÁдð°¸
Ïà¹ØÌâÄ¿
Á½Ô²µÄ°ë¾¶·Ö±ðΪ2ºÍ3£¬Ô²ÐľàΪ7£¬ÔòÕâÁ½¸öÔ²µÄλÖùØϵΪ£¨¡¡¡¡£©
A¡¢ÍâÀë | B¡¢ÍâÇÐ | C¡¢Ïཻ | D¡¢ÄÚÇÐ |
¡ÑO1µÄ°ë¾¶ÊÇ6£¬¡ÑO2µÄÖ±¾¶ÊÇ10£¬Ô²Ðľàd=16£¬ÔòÁ½Ô²µÄλÖùØϵÊÇ£¨¡¡¡¡£©
A¡¢ÍâÀë | B¡¢Ïཻ | C¡¢ÄÚº¬ | D¡¢ÍâÇÐ |
Ô²ÄÚ½ÓÕýÁù±ßÐεÄÖܳ¤Îª24£¬Ôò¸ÃÔ²µÄÄÚ½ÓÕýÈý½ÇÐεÄÖܳ¤Îª£¨¡¡¡¡£©
A¡¢12
| ||
B¡¢6
| ||
C¡¢12 | ||
D¡¢6 |
ͬԲµÄÄÚ½ÓÕýÈý½ÇÐÎÓëÄÚ½ÓÕý·½Ðεı߳¤µÄ±ÈÊÇ£¨¡¡¡¡£©
A¡¢
| ||||
B¡¢
| ||||
C¡¢
| ||||
D¡¢
|
ÒÑÖªÒ»¸öÉÈÐεİ뾶Ϊ12£¬Ô²ÐĽÇΪ150¡ã£¬Ôò´ËÉÈÐεĻ¡³¤ÊÇ£¨¡¡¡¡£©
A¡¢5¦Ð | B¡¢6¦Ð | C¡¢8¦Ð | D¡¢10¦Ð |
Èçͼ£¬Õý·½ÐÎABCDÖУ¬·Ö±ðÒÔB¡¢DΪԲÐÄ£¬ÒÔÕý·½Ðεı߳¤aΪ°ë¾¶»»¡£¬ÐγÉÊ÷Ò¶ÐΣ¨ÒõÓ°²¿·Ö£©Í¼°¸£¬ÔòÊ÷Ò¶ÐÎͼ°¸µÄÖܳ¤Îª£¨¡¡¡¡£©
A¡¢2¦Ða | ||
B¡¢¦Ða | ||
C¡¢
| ||
D¡¢3a |
Èçͼ£¬ABÊÇ¡ÑOµÄÖ±¾¶£¬ÏÒCD¡ÍAB£¬¡ÏCDB=30¡ã£¬CD=2
£¬ÔòÒõÓ°²¿·ÖͼÐεÄÃæ»ýΪ£¨¡¡¡¡£©
3 |
A¡¢4¦Ð | ||
B¡¢2¦Ð | ||
C¡¢¦Ð | ||
D¡¢
|