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High-School Mathematics
1005-6416
1998 Issue 5
shu xue jing sai zhong de xing cheng wen ti
ru shuang lin ; shi fu ming ;
..............
page:4-6+40
guan yu fei ma dian de yi ge bu deng shi
fan pei yang ;
..............
page:23-24
jin liang nian de mei guo shu xue ao lin pi ke
dan ;
..............
page:37-40
di 38 jie imo yu xuan ti jie da ( shang )
xin hui ;
..............
page:30-33
ji ge duo zhong qu zheng han shu heng deng shi
wu guo sheng ;
..............
page:21
zheng duo bian xing wai jie yuan xing zhi de tui guang
zhang ding qiang ;
..............
page:22
qiu fen mu bu da yu n(n 2) de ji yue zhen fen shu he de ji suan gong shi
shen shi ying ;
..............
page:21-22
yi ge ji he bu deng shi de zheng ming
gu li jia ;
..............
page:17-18
shu xue ao lin pi ke gao zhong xun lian ti (34)
liu kang ning ;
..............
page:44-49
shu xue ao lin pi ke chu zhong xun lian ti (34)
cheng li hu ;
..............
page:41-44
san deng fen zhou jie xing bu deng shi de zheng ming
liao bing jiang ;
..............
page:24
yong ji he fa qiu y=[ x-x
1
2
+y
1
2
]
1/2
[ x-x
2
2
+y
2
2
]
1/2
de zhi yu
lu peng yuan ;
..............
page:18-20
di 39 jie imo shi ti jie da
liu ruo chuan ;
..............
page:27-29
zi ran shu de lian xu fen chai
feng yue feng ;
..............
page:14-16
qiao she gong cha ( bi ) jie ti
deng guang fa ;
..............
page:11-13+52
ping mian ji he zhong de san dian gong xian wen ti
cao xian ming ;
..............
page:7-10
di 37 jie imo zhong guo guo jia dui xuan ba sai shi ti jie da
li cheng zhang ; zhang zhu sheng ;
..............
page:34-36
cordon bu deng shi de jia qiang
yang jin ;
..............
page:23
yi ge ji he bu deng shi de jia qiang
an zhen ping ;
..............
page:23
shu xue ao lin pi ke wen ti
..............
page:50-51
wan mei zheng fang xing
wu zhen kui ;
..............
page:25-27