[课件]小学数学FLASH第十二册课件 [复制链接]

<< 6
i6b  
第十二册 {jcrTjmxe  
-比例 <`9Q{~*=t  
比例的意义和基本性质 .AH#D}m  
比例尺例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd37/1063765905703/1063765905703.swf .d^8w97  
比例尺例题三http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd44/1063765906093/1063765906093.swf
NwIl~FNK  
比例尺例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd101/1063765906687/1063765906687.swf ox{)O/aj  
比例尺练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd109/1063765907078/1063765907078.swf
o>311(:  
比例尺练习二http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd100/1063765907640/1063765907640.swf h35x'`g7+r  
比例的意义例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd2/1063765908859/1063765908859.swf !3v!BJ#+,&  
比例的意义例题三http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd123/1063765909468/1063765909468.swf M-,vX15S  
比例的意义例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd59/1063765909812/1063765909812.swf )/HSt%>  
比例的意义准备题http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd105/1063765910437/1063765910437.swf ce.'STm=  
比例的意义练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd10/1063765911328/1063765911328.swf 9(QY~F  
正比例和反比例的意义 ~zi6wu(3  
成反比例的量http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd85/1063765926625/1063765926625.swf A/lxXy}D  
成反比例的量例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd188/1063765926921/1063765926921.swf hdQ[=PH)  
成反比例的量例题二http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd72/1063765927531/1063765927531.swf R}8!~Ma`|  
成反比例的量练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd137/1063765928015/1063765928015.swf $L)9'X  
成反比例的量练习三http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd96/1063765928562/1063765928562.swf D!Owm&We  
成反比例的量练习二http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd189/1063765928968/1063765928968.swf Z+' 7c|a  
成正比例的量例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd77/1063765929859/1063765929859.swf 4gG&u33RrE  
成正比例的量例题三http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd152/1063765930406/1063765930406.swf =7e~L 3 K  
成正比例的量例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd152/1063765930406/1063765930406.swf s7tNAj bgD  
成正比例的量练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd188/1063765931453/1063765931453.swf e!d& #ofw|  
比例的应用 vY7C!O/y_k  
比例的应用例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd9/1063765950453/1063765950453.swf .wtb7U; 7  
比例的应用例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd103/1063765951031/1063765951031.swf \kF}E3~+#  
比例的应用练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd53/1063765951390/1063765951390.swf '=G4R{  
-圆柱、圆锥和球 O`g44LW2n  
圆柱 eY"y[  
圆柱体的体积1http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd97/1063765974218/1063765974218.swf t(?m!Z?tb  
圆柱体的体积2http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd72/1063765974750/1063765974750.swf Z=|:D,&  
圆柱的体积http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd69/1063765975203/1063765975203.swf /~{8/u3  
圆柱的体积例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd190/1063765975812/1063765975812.swf  6c^2Nl8e  
圆柱的体积例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd185/1063765976218/1063765976218.swf BLgmFE2  
圆柱的体积准备题http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd40/1063765976906/1063765976906.swf z `T<g!Y  
圆柱的体积练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd195/1063765977328/1063765977328.swf P+:FiVj@~  
圆柱的形成1http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd128/1063765977890/1063765977890.swf 1t+]r:{  
圆柱的形成2http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd190/1063765978203/1063765978203.swf @C0{m7q
 
圆柱的表面积http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd174/1063765978734/1063765978734.swf X<Rh-1$8F  
圆柱的表面积例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd141/1063765979078/1063765979078.swf (^ZC8)0i(  
圆柱的表面积例题三http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd44/1063765979671/1063765979671.swf ;gcQ9L  
圆柱的表面积例题二http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd12/1063765980062/1063765980062.swf ;-~Wfh+  
圆柱的表面积练习一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd13/1063765980718/1063765980718.swf br.jj  
圆柱的认识http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd180/1063765981062/1063765981062.swf 
K I  
圆柱的认识1http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd196/1063765981625/1063765981625.swf "(F>?pq  
圆柱的认识2http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd85/1063765982218/1063765982218.swf *^bqpW2$q  
圆柱的认识准备题http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd163/1063765982765/1063765982765.swf Vz1ro  
圆柱的认识练习一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd12/1063765983171/1063765983171.swf F[ N{7C3  
圆柱的认识（1）http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd185/1063765983734/1063765983734.swf GC?\GV  
圆锥 ;26a8g(  
圆锥体体积1http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd125/1063766020671/1063766020671.swf Sir7TQ4B  
圆锥体体积2http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd29/1063766021000/1063766021000.swf DM/J,q  
圆锥体体积3http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd68/1063766021562/1063766021562.swf FTI[YR8?Y  
圆锥体体积4http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd7/1063766021890/1063766021890.swf nmn$$=~)  
圆锥体体积5http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd15/1063766022484/1063766022484.swf Wo&MHM
P  
圆锥体体积6http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd26/1063766022843/1063766022843.swf 
T)6p,l  
圆锥体体积7http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd26/1063766022843/1063766022843.swf eh2w7@7Q  
圆锥体的认识2http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd175/1063766024375/1063766024375.swf yBXdj`bV  
圆锥的体积http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd56/1063766024671/1063766024671.swf 68V66:0  
圆锥的体积例题一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd89/1063766025250/1063766025250.swf 3Ew- Ia%A  
圆锥的体积例题二http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd56/1063766025593/1063766025593.swf RWP`#(&/&  
圆锥的体积准备题http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd198/1063766026203/1063766026203.swf 3;Kv9i<~LE  
圆锥的体积练习一http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd194/1063766569140 (NyS2 `  
圆锥的体积（1）http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd197/1063766027156/1063766027156.swf 3+u11'0=t  
圆锥的形成http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd197/1063766027156/1063766027156.swf [?r`8K2!,  
圆锥的认识准备题http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd97/1063766028140/1063766028140.swf NC)Iu  
圆锥的认识练习一http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd55/1063766028531/1063766028531.swf 7FW!3~3A_  
圆锥的认识（1）http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd193/1063766029093/1063766029093.swf  &~:b&  
求圆锥的体积http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd1/1063766033031/1063766033031.swf o/@.*Rj>Bg  
认识圆锥http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd89/1063766040765/1063766040765.swf M&Sjo' ( .  
测量圆锥体的高http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd62/1063766033625/1063766033625.swf <_=a1x  
球 W&q]bi@C  
球的认识1http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd165/1063766059359/1063766059359.swf |Kky+*  
球的认识2http://202.101.111.23/viewstaticres/SysContent2/d1/dd3/ddd113/1063766059750/1063766059750.swf 1Y$ gt  
-简单的统计（二） dy-m9fc6%  
统计表 <%#M&9d)E  
统计表准备题http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd168/1063766064000/1063766064000.swf Q@6OIE  
统计表练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd93/1063766064343/1063766064343.swf 8`Q8Mct$<  
统计图 4`)`%R$  
扇形统计图http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd32/1063766077656/1063766077656.swf DlC`GZEtqh  
折线统计图http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd165/1063766078218/1063766078218.swf v~[=|_{  
折线统计图例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd154/1063766078500/1063766078500.swf {1li3K&0s  
折线统计图准备题http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd165/1063766079140/1063766079140.swf G&)A7WaC  
折线统计图练习二http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd63/1063766079453/1063766079453.swf ?DzKqsS'  
条形统计图http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd99/1063766080046/1063766080046.swf sDTCV8"w  
条形统计图例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd189/1063766080343/1063766080343.swf lO3$V JI  
条形统计图例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd118/1063766080921/1063766080921.swf ~cbq5||  
条形统计图准备题http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd157/1063766081390/1063766081390.swf -'QvUHL|  
条形统计图练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd173/1063766082015/1063766082015.swf kzny4v[y  
应用题 Ki(qA(r  
列方程解应用题例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd82/1063766109468/1063766109468.swf } 1^/[?  
列方程解应用题例题二http://202.101.111.23/viewstaticres/SysContent2/d0/dd0/ddd39/1063766109828/1063766109828.swf Rx<m+=  
列方程解应用题练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd137/1063766110453/1063766110453.swf ;:, h
dFap  
用比例知识解应用题例题一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd67/1063766110765/1063766110765.swf kngkG|du  
用比例知识解应用题练习一http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd52/1063766111328/1063766111328.swf 2>Hl=bX  
简单应用题、复合应用题例http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd18/1063766111625/1063766111625.swf f]L`^WU  
简单应用题、复合应用题例http://202.101.111.23/viewstaticres/SysContent2/d0/dd1/ddd67/1063766112250/1063766112250.swf N`1:U 4}  
简单应用题、复合应用题准http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd21/1063766112593/1063766112593.swf XrS.[  
简单应用题、复合应用题练http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd82/1063766113156/1063766113156.swf i 2hP4<;h  
简单应用题、复合应用题练http://202.101.111.23/viewstaticres/SysContent2/d1/dd2/ddd82/1063766113156/1063766113156.swf