ÌâÄ¿ÄÚÈÝ
ijÆóҵΪÁ˽ÚÄܼõÅÅ£¬¾ö¶¨°²×°Ò»¸ö¿ÉʹÓÃ15ÄêµÄÌ«ÑôÄܹ©µçÉ豸½ÓÈë±¾ÆóÒµµçÍø£¬°²×°ÕâÖÖ¹©µçÉ豸µÄ³É±¾·Ñ(µ¥Î»£ºÍòÔª)ÓëÌ«ÑôÄÜµç³Ø°åµÄÃæ»ý(µ¥Î»£ºÆ½·½Ã×)³ÉÕý±È£¬±ÈÀýϵÊýԼΪ
£¬ÎªÁ˱£Ö¤Õý³£Óõ磬°²×°ºó²ÉÓÃÌ«ÑôÄܺ͵çÄÜ»¥²¹¹©µçµÄģʽ£®¼ÙÉèÔÚ´ËģʽÏ£¬°²×°ºó¸ÃÆóҵÿÄêÏûºÄµÄµç·ÑC(µ¥Î»£ºÍòÔª)Óë°²×°µÄÕâÖÖÌ«ÑôÄÜµç³Ø°åµÄÃæ»ýx(µ¥Î»£ºÆ½·½Ã×)Ö®¼äµÄº¯Êý¹ØÏµÊÇC(x)£½
(x>0)£®¼Ç¸ÃÆóÒµ°²×°ÕâÖÖÌ«ÑôÄܹ©µçÉ豸µÄ·ÑÓÃÓë¸ÃÆóÒµ15Äê¹²½«ÏûºÄµÄµç·ÑÖ®ºÍΪF(x)(ÍòÔª)£¬ÔòF(40)µÈÓÚ(¡¡¡¡)
| A£®80 | B£®60 | C£® | D£®40 |
B
½âÎö
ÒÑÖªÃݺ¯Êý
µÄͼÏñ¹ýµã
£¬Èô
£¬ÔòʵÊý
µÄֵΪ£¨ £©
| A£® | B£® | C£® | D£® |
Èôº¯Êýy=(
)|1-x|+mµÄͼÏóÓëxÖáÓй«¹²µã,ÔòmµÄȡֵ·¶Î§ÊÇ(¡¡¡¡)
| A£®m¡Ü-1 | B£®m¡Ý1 |
| C£®-1¡Üm<0 | D£®0<m¡Ü1 |
Éèa=22.5,b=2.50,c=(
)2.5,Ôòa,b,cµÄ´óС¹ØÏµÊÇ(¡¡¡¡)
| A£®a>c>b | B£®c>a>b |
| C£®a>b>c | D£®b>a>c |
Èôº¯Êýf(x)=a|2x-4|(a>0,a¡Ù1)Âú×ãf(1)=
,Ôòf(x)µÄµ¥µ÷µÝ¼õÇø¼äÊÇ(¡¡¡¡)
| A£®(-¡Þ,2] | B£®[2,+¡Þ) |
| C£®[-2,+¡Þ) | D£®(-¡Þ,-2] |
Éèa£¬b£¬c¾ùΪ²»µÈÓÚ1µÄÕýʵÊý£¬ ÔòÏÂÁеÈʽÖкã³ÉÁ¢µÄÊÇ(¡¡¡¡)
| A£®logab¡¤logcb£½logca |
| B£®logab¡¤logca£½logcb |
| C£®loga(bc)£½logab¡¤logac |
| D£®loga(b£«c)£½logab£«logac |
Éè
£¬
£¬
£¬Ôò£¨ £©
| A£® | B£® | C£® | D£® |