ÄÚÈÝ·¢²¼¸üÐÂʱ¼ä : 2026/9/1 5:35:35ÐÇÆÚÒ» ÏÂÃæÊÇÎÄÕµÄÈ«²¿ÄÚÈÝÇëÈÏÕæÔĶÁ¡£
µÚËÄÕ¡¶Ö¸Êýº¯ÊýÓë¶ÔÊýº¯Êý¡·²âÊÔ¾í
Ò»¡¢Ìî¿ÕÌâ
1. ½«¸ùʽ432д³ÉÖ¸ÊýʽÕýÈ·µÄÊÇ £¨ £©
113121A¡¢28?34 B¡¢24?34 C¡¢23?34 D¡¢28?34 1572.
2?38?464?£¨ £© A¡¢4 B¡¢28 C¡¢22 D¡¢8
3. º¯Êýf(x)?2x?8µÄ¶¨ÒåÓòÊÇ £¨ £©
A.£¨1£¬3£© B. [-¡Þ£¬3] C. [3£¬+¡Þ] D. R 4. log381= £¨ £© A¡¢2 B¡¢4 C¡¢?2 D¡¢-4 5. Ö¸Êýº¯ÊýµÄͼÏó¾¹ýµã(32,27)£¬ÔòÆä½âÎöʽÊÇ £¨ £©
A¡¢y?3x B¡¢y?(1)x C¡¢y?9x D¡¢y?(1)x39 6. ÏÂÁк¯ÊýÔÚÇø¼ä£¨0£¬+¡Þ£©ÉÏÊǼõº¯ÊýµÄÊÇ £¨ £©
11A¡¢y?x2 B¡¢y?x3 C¡¢y?x?2 D¡¢y?x2 7. ½«28?256д³É¶ÔÊýʽ £¨ £©
A¡¢log8256?2 B¡¢log2568?2 C¡¢log2256?8 D¡¢log82?256 8. ½«lna = b (a >0) д³ÉÖ¸Êýʽ £¨ £©
A¡¢10 b = a B¡¢e b = a C¡¢ a b = e D¡¢ e a = b
9. ÇóÖµlne2?log216?lg0.1µÈÓÚ£¨ £© A¡¢5 B¡¢6 C¡¢7 D¡¢8 10. Èç¹ûlog3(log2x)?1£¬ÄÇôx=£¨ £© A¡¢8 B¡¢9 C¡¢2 D¡¢3 11. º¯Êýf(x)?12?lgxµÄ¶¨ÒåÓòΪ£¨ £©
A¡¢(??,?10)?(10,??) B¡¢£¨-10£¬10£© C¡¢£¨0£¬100£© D¡¢£¨-100,100£©
12. 0.73¡¢
log30.7¡¢30.7µÄ´óС¹ØÏµÊÇ£¨ £©
A¡¢0.73?30.7?log30.730.7 B¡¢0.7?log30.7?3 C¡¢log30.7?0.73?30.7 D¡¢log0.7330.7?3?0.7
¶þ¡¢Ìî¿ÕÌ⣺
1£®Óò»µÈºÅÁ¬½Ó£º
£¨1£©logmn3325 log26 £¬
£¨2£©Èô3?3£¬Ôòm n£»£¨3£©0.5 0.6 2. Èô4x?3£¬ log443=y£¬Ôòx?y= £»
3. ·½³Ì3x2?8?(13)?2xµÄ½â¼¯Îª______________£» 4. Èôf(2x)?2x£¬Ôòf(8)? £» Èý¡¢½â´ðÌâ
1.. ½âÏÂÁв»µÈʽ£º
£¨1£©log33(3?x)?0 £¨2£©logx4?1
2. ÇóÏÂÁи÷ʽÖеÄxÖµ£º
2£¨1£©x3=9 £¨2£©2log6x?1?log63
3. ¼ÆË㣺£¨1£©lg748?lg12?12lg21 £¨2£©(??)0?(1.5)?2?3(2718)2?0.01?92
4. º¯Êýy?log22(ax?3x?a)µÄ¶¨ÒåÓòÊÇÈÎÒâʵÊý£¬ÇóaµÄȡֵ·¶Î§¡£
5. Çóº¯Êýy?3?x2?2x?3µÄ¶¨ÒåÓòºÍÖµÓò¡£