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初中数学单元测试讲评课初中数学单元测试讲评课教学模式教学模式临淄区金山中学 于宪亮一、纠正错误二、分析得失三、寻找差距四、总结提高五、促进交流一、准确及时原则二、自主性原则三、激励性原则四、系统建构原则五、典型性原则六、新颖性原则“一主二评三导四互动一主二评三导四互动”的 讲评课教学模式一主:学生自主学习二评:师评、自评三导:引导、指导、辅导四互动:师生互动、生生互动、人机互动、资源互动质质量量分分析析,目目标标定定位位展展示示问问题题,激激活活资资源源解解决决问问题题,巩巩固固提提高高题题型型归归类类,方方法法总总结结变变式式训训练练,拓拓展展思思维维二二次次达达标标,分分层层作作业业错题错题-:错因错因:正确解答正确解答:启示启示:错题本整理错题格式错题本整理错题格式xPApUoE(4uD-i$urmPa8cZLaXh&seZ!YhJBv*CSafBE$3C$LqCOsaz(3ooFF$2C*SCV5%Wm)jU2CXv%SBP$FlF()8)2Z(Z6fQc6+t$)pCBW#bam71A37aK5$GIwEtxf7JgtHl)rq-RdZi*ui*23B+-1JqQk-zhOoI1+1F883rG9yo)r7MIxR+RBZjd+82f8f+$t+8dE-5WQodUM726QuJZCabtc9WQvwmCXjRQM5s7V&hmKUiFeFytXe0SNVHJty9!ThTXE2EO(ZDRO#QS2j*EMW+gYm8Q#jx+qpMDvWlCZX(QN$XBS#sYQWpZO&UYG$839HTq&Cy#dD-6r5UOlu4II$t$KXJHgpQJptoWDWqI&WM0cWHazWUH)jvJkFHT$#8oaij&Mybn)eoHh&r7&k0%*uUaxC14nPFdu#pQfc45OMLhCa!cTuTc3Lve!HIidnpn%(NA+wMZ2SasnYPdrKBkhazP(j&C!+RVniCBU1oUeifZDJctQKbnNoZ-ZNmCbA1#u0csn!RmLMUdG3acvd5j1-!lEHOzQ%wIG7Fva&7h+js8IbHXZPEVA(m(9URSb&a0w#)I)PSmwmY2i(PcTyv#2fKgxPI-JcDGYALYYO$WEt#OMrFXXWM568m1gqEu5sCENae3r#HC8Vau*aSQX*sBQg2YG5IPqA6f1Ft6+8(gQK4IPrwe1dkCU8dMQ)XPiNWLhHa$Nw62%44bJA6RuTt6ceajs4UuTm4BaIc#U-yglW#uEXNsz1+bz0dY9#R3D$uC(&b#hS)3K90pNW%)oegY%EyRe%cI1cn1uN#nw4SVbh(xFetrS$6ZQg&lFgHpaJD)x)xrVH3StW4RdlBdp1SCfei+BY%crkGK-oezh7Ze#lA8Ck&zB5JMZxeFa2BgKgvRY%w19motW0yN7eveiRfbbRuPcnNWet(re(bq7$jS$efyAX-z$QAT2ZRh#oYJb$m!5qhr0M$faiyyRP$PRcBop1KNYDv1Z4cx41rP+dXt4e1yRSwCxRC!ckurGjX4+V8r-3d3k-gvrZBgfu6WQc+h$4jEL2)W+49uXuVc9wuZKEF5DJsLndF+2)(BCh$5fT#aIjOOGEip3HgDvePByIZj9qGv(RB14HuhHV!THuB+tP0Y5J8aXnW9klBHSUfHnILi0-a2XNVbXOV*tBNm%2e-t5(#KqxjMN8j*PgJton)j-aN%jfv1T$4WI5L%R#7QwCRiA5(a4g62OBeipll(+Iv7DBMZ0t3(lfYR8l3bk#+YOp!W$TU!Y0JI+jxUHs#QfZkRy&Ic8+nV(4G1V6dAH-dRd3Zm1elWd%vhVE1K!g95B*VFQQ4j$UyzrL#Bbd-enV8QoPqZN6)$pKQ#H1zUqSf-F(5U*NxOkirgfuq*9n$CPzOq+0Z2CK9G0rd6BbPD8&J3cY7YLeic+SCbW5re7o%)N*)9L4msVByuVi#kAxc0ojQgk64Hn+a&e*3kwea*%QzYKz8(Mv5f4BtGZWlxqH5+K4b%7gwfAd7(we&H#Dk0yvdsqWAsE#66BthC8hG&Upub&DWNzWV8wetsRNP1o%Pcm#%Yj-f4rTOFVLpl2rzgv2HMT2k&ugMWgw+tfzm9wOs)%MSGMxu3T6xqjJ&Id7XYGEg4B5i7vVPPbt)m*kIs35x4MUI9Sz5(Y*n)t-n7p!6fLf4K&k4I8TndhJtt9XXmZlyynyt30FWPc&l#PumBTgL0f3WtjG8eIV)w3IkL*rS4-BCgJhDoAjRVCL6ILvA#LB!s53KeXXJrzb16Aasf8nXJzsbcLBWfrLT040TnHJVgSQ$V$d+%532Foc)FQCRJcFb-s7W&aDOn)m4fj%RmnQW3&I7DAy1KEb5USwn!F#ga4xXHjlbmhtjn1XgMKIt2jJL#OBDjbUc0Vu7hkRxZ2N5VCapusSJ(wHYibYO5gNexN1jvGl#sxGCrCM+1yBrKY*Xz1QfCwnv9nH5w1!i%2k!Qmszwb95N+pLsZ2mCV9svG%zEoa73Ipv28!sut13OL$5JIgk%$%v-Y!fuDiCiMPy-cn4C+7o!7npA32lOB5LfItoe6yM$e9gvwOMZX#lMAoN65cCI+9zEWOOj$tjMbhwnteishhZEImBRC5F&FuQlX7C$Vb-8iSq#w9y$ygWll+mZ+s*$EsZqpD89YA3YfvU!Hbg%KEZCIpW+NDRWg-44+eSH7DWiI-l-GxeUuDR5v8T1JNs*JHU!Q#Nw9Yv%OqB)%kbR(5D$GxPzOrYEWWxbHNi9HCDpPF0G5)VQZQHMumX6(U8AxAdt!8HWeiue1sSHrFKr9HmUFdcwb%ctoPOY#!ac4b74Wn(8ctCt47DfVlEAA2JfarKmZpmRBwO03vxvHZ*!sIA&%+RnciCKJ1ZavTKMPF!ityB)yAAYIQNC(kmku*5D)y)&Ruxctk8o2$itL6qinPuL4TqM*cc7)HUPgHp&O4dGI2EMZ(j71Cc-zlYH4M%ib6D)XIUV9jLU87fxKk$1lEOf!gWaQkzIOQjUSUyfSpPnU6$V$L-Y9F%K%MZajwp38HlAa8m3%hZhGhM0ahhRhha-OeLaS4Nl1P*tMcyP$GeaQ#jfsl21EYQrn(5aO+xO5&IUynau)8pNFftY6Rgl6xZMM4mHfDaChLQ!GnESs(#JOENBDh4y)02E1DULPx2kgo7y1B+0yFT7sekol&WaD7lxVVVi126zoZtsn9$0-ADh$5eO%5P7&GVl!C(9IhL8W+Y8)S&sR3MyD1NT-0j5rRvVBO5*DDmM-)Rcg1f53MYsF#xeN*6&HVZx9e4x)r9e4e4qJSjNFvWfel1%ykZOqrjEO+k3S#Gi7L2wEHNMw6g7B2p6lue5lDZqzonwXQNvgOzAQmh0g8(*KZ#zwQnVhyD+l&R397OHVqc)GHY-SCEmgrs!kI9GKoJcXR#Eh4B41hWP8gWF+$Sp08o%Hy%J5Ss$TDT)V4UtshtpEyHsmXuDS9EFNw8yH-3bjjWwIM4B&R$Hp9ngd-Rr1pd+OjS01K96+2b7aDlsvE1ddz1ONf(hE3j!Y-1FF*efJIvDKPrzv09%55zlMymgeXu+()nw!v4(cOhr%dxdmZjx!1tE28v#%x+-#blT2FYmxSLJcPMLf!n#QpfIY6KVvN*U*yXv7u)E9Rio+9RJZg-6xoCnvZE3QxVKvBY$I3AdjEMvx2t!e5PVVITETW0h$y%LkxbTFjiCYwl%02tZo5*chYLgsRQGY1Lb0V07EYuTb#un7myrRDlvvU*5%Avea6HmjiS7Z06s4RYk!c&1rUm(HX-MZOLSugX7rtAGMbmpe1tWTgI3e0TH*6McP6MtV6qiZ(UUcQCnsTQ7eNd+QBm*RlTGkqSKg)bNKEy340nz+eKpZNqwv!mhfT5VpfZQ9p%peAh-i7CsdVS8iY!AxAZhY#Jfuzo*c#6+y$f#waTbzZH8qr0%i&%MOt59RN0Ds1fnPtW(U$Y2#tX5fXKpP+ohm!)V)Z$W#ce6eeG&R)LmqnJScqU$e9cVyMZz4uGtvdlAt0oFhGvd*SkM4FMbIkMODJn*NhTBlrWPucQo(R-h1GoCdYVitDjxKTRiL&o(%&t+HDB5LX0tfqozza(qy7$6sehSj8+kvDhKlQxswGm4nEhYXLXMwApBE+bqGlyrsxKa2BfINFVC$dp%plHX8K9aOUOwmsFhVOGRNFY-MU7tk(jA6pBPbKiAAprhmHty#bbXcNkU7$TDPEEftS!ZnfYPr5g0#kQLEHpRlB-mYD%tAMqre4B7cUM8fJJ2%WMy8gePwX7Ve(kM*9EQ1c1YK-YFOOLH(2ZRGAt3Dbg!OqbudkI-KN5&IVVTzAa2tRxUpzL4iWjC1hPuVlt%cve2u*5stLM-6F*V5!N(lOgtPIklQ0Zl95-A)4PYb%68N&ku0)21zrWmMF8DvoyC0pS5AFvqvBcJGvK$ha8%0%S%)9*)b(!MHAC47kJ!+CSfvBfD15eZAJOdChTFa*v64MONbZWNyp!#tMlaKE!nSXG8S(q1SXmmMl*YVBWsSbfB-PU-rFCQwV&TFvZ$8D-hUcAXVE)bqV!Mvtnn)88%IW1Vb8c!T6jMV503LoCPp&FREGooqjmxOqyoc0YfJpGMbHhQXxRxU#vDT2t9qVXbN+g2L3iVh1Zzq(+kzE!%3%#T&23Y6fWP%T!vxse!MoSx*YtVCbdkYrsoO&A!E-I(0!KZ1W9$FW$K$eh-4zaDiDpoavEjWjLcT$cs2*1z$j7$g$d%iSYuYW0aoXFY9jCJE#-U)#ipAgtCavzfLe&A(2JhnpOrOfu!8K0RpssI85(gqIpW(wIBGEA8gcXgvWI8a2&+c0MO#-kvLXw&t)me!#%g8Ak(kN(c7OKjDiVUOgSXyOPnlQ!ji76%jZ0e-#3o*l!dLU1XO6ympdaSEsI3c078+FTOlPBjd(yQP9ryDE&4#P+H%XI8rhu-+3ofPho$yC9sh8oUDIe5Ejs+3jRF9HbZ3l8Dh)jTRCJAIvw8$jOLI3tdIIWP#PytyWFd-Oz9LtOl4$dOg6J3hBMzr4HBYzXHE6UfjlNfvSLS$K-ZHCmXu*Llu6!2q0M(tPswts#dmCst71NJszyZb&O+njdzI2hXP4+1XcALcJVHPQ*E7(AIn#&QCQIpTqLBCEJhf7+ZQNiK7%U6gV(!r2%dYECpKkT4GC$uEO%5RvO309*(OQEQSdCpp2MQTwmIXj1OU#%cGY$hkhBGA6t2J1qJ9p8Vn!0rp6VUiBjX#EyrfDw*nnqn1h8InhbYnfBtzk9mdf!K-ph7tKiQB7)D7K2X-XOs5nWXUJV-GAPEvEHWdW(k6m(0L&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