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High-School Mathematics
1005-6416
1988 Issue 2
1987 nian quan e ao lin pi ke shu xue jing sai shi ti ji jie da ( bu fen )
ni ming ; ni ming kang ;
..............page:43-47
guan yu yi dao jing sai xuan ze ti de yan tao
luo zeng ru ;
..............page:21-22
zhi xian xie jie san jiao xing wen ti you hua jie fa
huang xian cai ;
..............page:30-32
yi dao jing sai ti de ji he jie fa ji qi ta
wang guo shen ;
..............page:23-24
lue tan shi fei ti
he zi gang ;
..............page:26
yi yi dui ying gai nian ying yong li tan
chen ye yong ;
..............page:36-37
mi han shu de te dian ji qi nei zai lian xi
du you chen ;
..............page:27-30+1
bo li ya de jie ti guan
guo bo xiang ;
..............page:2-5+1
di 28 jie imo hou xuan ti ji jie da (2)
li xin nuan ;
..............page:47-48
yi dao ping mian ji he ti de yin shen
wang lian fu ;
..............page:48
shu xue ban bao (7)
feng chang he ;
..............page:49+35
yong wei fen zhong zhi ding li zheng ming bu deng shi
pei xiao yu ;
..............page:34-35
chu zhong jing sai zhong de zhi qu ti
xu yun hua ;
..............page:6-11+1
zhong xue shu xue zhi shi ji yi ba fa
wang qi feng ;
..............page:37-38
imo zhong de shu lun wen ti ( shang )
yu hong bing ; dan ;
..............page:15-19+21+1
lai han zhao deng
chang geng zhe ;
..............page:49-50
yang hui san jiao xing de jin yi bu tui guang ( shang )
hao zhi chuan ;
..............page:11-14+1
lian xiang zai li ji zhong de ying yong
huang min ;
..............page:33
zheng jiao la ding fang yu ou la cai xiang
zhang wen zhong ;
..............page:39-41+1
ou ji li de yu su shu ge shu de wu xian xing
wang wei yi ;
..............page:20