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High-School Mathematics
1005-6416
1983 Issue 6
si kao ti ( qi )
..............page:48
yong xing lie shi jie san jiao tiao jian deng shi
lu zhi chang ;
..............page:32-33
tuo yuan fang cheng can shu shi jiao xue yi de
wang zu heng ;
..............page:5-6
gao zhong ge nian ji qi mo shu xue lian xi can kao ti
zuo qin ;
..............page:37-45
man tan ni zheng fa
li gen shui ;
..............page:7-10
guan yu n_r~n de mo ji wei shu
luo yong tai ;
..............page:10-11
zhong xue shu xue wen zhai ( san )
ma zuo ;
..............page:46-48
tan tan jie ti si lu de tan suo wen ti
wu kai lang ;
..............page:19-20
zhong xue jie duan han shu gai nian de fa zhan
gong shi zheng ;
..............page:3-4
qu ti
..............page:6+15
mian ji fa ying yong gui lv chu tan
jia shi dai ;
..............page:27-30
cheng fa gong shi de lei bi ji yi
wen ze ;
..............page:18+11
li yong pan bie shi zheng ming bu deng shi
wang lian xiao ;
..............page:22-24
ji ge rong yi hun xiao de ji zhi wen ti
dan ;
..............page:2-3
ping mian ji he zheng ti zhong de jiao can shu fa
zuo xin yao ;
..............page:24-27
ru he ti gao jie ti de ying bian neng li
li pei cheng ;
..............page:14-15
yi lei san jiao fang cheng de te shu jie fa
yang shi ming ;
..............page:30-31
yuan zhui qu xian fang cheng dao han shu y =-(2ax+by+d)/(bx+2cy+e) de miao yong
lu jun feng ; lu ling zhi ;
..............page:33-34
shi tan kong jian xiang xiang neng li de pei yang
zhu hua gen ;
..............page:12-14