In this step, give students a few minutes to read the passage . While they are reading, I will write some key words of the text on the blackboard. Then ask students to retell the passage according to the key words.By retelling, students can improve their ability of language organization and have an overall understanding of the article.Step 4 Group discussionIn this step, students will be divided into groups of 4 to discussion the following question: What qualities make a great person?After their discussion, invite a few groups to make a report to the class.This group discussion can practice students’ oral English and cultivate their abilities of cooperation and communication.Step 5. HomeworkLet students write a short passage to introduce a great person he or she admires.The homework can consolidate the knowledge the students have learned and cultivate their writing ability. Part 6 Blackboard Design(板書(shū)設(shè)計(jì))That’s all my teaching procedures. Finally, I’d like to say sth about part 6 blackboard design. On the top is the title. On the left, there will be some new words and expressions. In the middle of the blackboard, I will write some useful sentence structures so that the students can know clearly what they’ve learned and then try to master the knowledge.OK. That’s all for my presentation. Thank you for your attention.
Then I would ask them to think of a funny English or Chinese and tell it to partners. While telling stories, they can use expressions and some acting to help make the story funny. 5 minutes would be given to do this.Those stories they told there will be the material for their writing. Soletting them tell it at first is helpful. And they can make a difference between telling a funny story and writing it down. Generally speaking, it is difficult forstudents to write well because they don’t know what to write and how to write. Asking them to tell their own stories at first can help them come up with what to write.After their telling, I would invite someone to share his/her story with all of us and I would write it down on the blackboard.This example story would be used as a sample to illustrate the format of funny story. Different from a story from teacher or textbook, a story from students can obviously become a interesting material to draw students’ attention.Then I would ask the whole class to put this story into several parts. It might be a little bit difficult for them. So I would ask them to find out whether all the sentences are necessary. After delete some sentences, there are 6 sentences left behind. Then they can easily put them into three parts. After interaction with students, I would teach them the right terms for each part and conclude the format of funny story.This step is the key and difficult point in my lesson. So I mainly usetask-based teaching method in this part and the task for students was divided into several stages. With the separated difficult level, students can find there are usually three parts in writing. They can also learn to write without the unnecessary parts in the process of analyzing. And then I wouldn’t rush to tell them the right terms to them directly. Instead, I would ask them to name them by their own. A confused mind is better for acquiring knowledge.While-writing:Then I would give students 7 minutes to write down this story, without other requirements.With all the preparations in pre-writing, students’ difficulties were cleared. So it would be much easier for them to write down the story within 7 minutes. There are no other requirements because students’ first writing is actually a drafting. It would be revise and edit several times later. Writing, as a skill
(3)設(shè)點(diǎn)A的坐標(biāo)為(m,0),則點(diǎn)B的坐標(biāo)為(12-m,0),點(diǎn)C的坐標(biāo)為(12-m,-16m2+2m),點(diǎn)D的坐標(biāo)為(m,-16m2+2m).∴“支撐架”總長(zhǎng)AD+DC+CB=(-16m2+2m)+(12-2m)+(-16m2+2m)=-13m2+2m+12=-13(m-3)2+15.∵此二次函數(shù)的圖象開(kāi)口向下,∴當(dāng)m=3米時(shí),“支撐架”的總長(zhǎng)有最大值為15米.方法總結(jié):解決本題的關(guān)鍵是根據(jù)圖形特點(diǎn)選取一個(gè)合適的參數(shù)表示它們,得出關(guān)系式后運(yùn)用函數(shù)性質(zhì)來(lái)解.三、板書(shū)設(shè)計(jì)二次函數(shù)y=a(x-h(huán))2+k的圖象與性質(zhì)1.二次函數(shù)y=a(x-h(huán))2+k的圖象與性質(zhì)2.二次函數(shù)y=a(x-h(huán))2+k的圖象與y=ax2的圖象的關(guān)系3.二次函數(shù)y=a(x-h(huán))2+k的應(yīng)用要使課堂真正成為學(xué)生展示自我的舞臺(tái),還學(xué)生課堂學(xué)習(xí)的主體地位,教師要把激發(fā)學(xué)生學(xué)習(xí)熱情和提高學(xué)生學(xué)習(xí)能力放在教學(xué)首位,為學(xué)生提供展示自己聰明才智的機(jī)會(huì),使課堂真正成為學(xué)生展示自我的舞臺(tái).充分利用合作交流的形式,能使教師發(fā)現(xiàn)學(xué)生分析問(wèn)題、解決問(wèn)題的獨(dú)到見(jiàn)解以及思維的誤區(qū),以便指導(dǎo)今后的教學(xué).
探索1:上節(jié)我們列出了與地毯的花邊寬度有關(guān)的方程。地毯花邊的寬x(m),滿(mǎn)足方程 (8―2x)(5―2x)=18也就是:2x2―13x+11=0你能估算出地毯花邊的寬度x嗎?(1)x可能小于0嗎?說(shuō)說(shuō)你的理由;_____________________________.(2)x可能大于4嗎?可能大于2.5嗎?為什么?(3)完成下表x 0 0.5 1 1.5 2 2.52x2-13x+11 (4)你知道地毯花邊的寬x(m)是多少嗎?還有其他求解方法嗎?與同伴交流。探索2:梯子底端滑動(dòng)的距離x(m)滿(mǎn)足方程(x+6)2+72=102,也就是x2+12x―15=0(1)你能猜出滑動(dòng)距離x(m)的大致范圍嗎?(2)x的整數(shù)部分是_____?十分位是_______?x 0 x2+12x-15 所以 ___<x<___進(jìn)一步計(jì)算x x2+12x-15 所以 ___<x<___因此x 的整數(shù)部分是___,十分位是___.三、當(dāng)堂訓(xùn)練:完成課本34頁(yè)隨堂練習(xí)四、學(xué)習(xí)體會(huì):五、課后作業(yè)
方法總結(jié):(1)若被開(kāi)方數(shù)中含有負(fù)因數(shù),則應(yīng)先化成正因數(shù),如(3)題.(2)將二次根式盡量化簡(jiǎn),使被開(kāi)方數(shù)(式)中不含能開(kāi)得盡方的因數(shù)(因式),即化為最簡(jiǎn)二次根式(后面學(xué)到).探究點(diǎn)三:最簡(jiǎn)二次根式在二次根式8a,c9,a2+b2,a2中,最簡(jiǎn)二次根式共有()A.1個(gè) B.2個(gè)C.3個(gè) D.4個(gè)解析:8a中有因數(shù)4;c9中有分母9;a3中有因式a2.故最簡(jiǎn)二次根式只有a2+b2.故選A.方法總結(jié):只需檢驗(yàn)被開(kāi)方數(shù)是否還有分母,是否還有能開(kāi)得盡方的因數(shù)或因式.三、板書(shū)設(shè)計(jì)二次根式定義形如a(a≥0)的式子有意義的條件:a≥0性質(zhì):(a)2=a(a≥0),a2=a(a≥0)最簡(jiǎn)二次根式本節(jié)經(jīng)歷從具體實(shí)例到一般規(guī)律的探究過(guò)程,運(yùn)用類(lèi)比的方法,得出實(shí)數(shù)運(yùn)算律和運(yùn)算法則,使學(xué)生清楚新舊知識(shí)的區(qū)別和聯(lián)系,加深學(xué)生對(duì)運(yùn)算法則的理解,能否根據(jù)問(wèn)題的特點(diǎn),選擇合理、簡(jiǎn)便的算法,能否確認(rèn)結(jié)果的合理性等等.
屬于此類(lèi)問(wèn)題一般有以下三種情況①具體數(shù)字,此時(shí)化簡(jiǎn)的條件已暗中給定,②恒為非負(fù)值或根據(jù)題中的隱含條件,如(1)小題。③給出明確的條件,如(2)小題。第二類(lèi),需討論后再化簡(jiǎn)。當(dāng)題目中給定的條件不能判定絕對(duì)值符號(hào)內(nèi)代數(shù)式值的符號(hào)時(shí),則需討論后化簡(jiǎn),如(4)小題。例3.已知a+b=-6,ab=5,求 的值。解:∵ab=5>0,∴a,b同號(hào),又∵a+b=-6<0,∴a<0,b<0∴ .說(shuō)明:此題中的隱含條件a<0,b<0不能忽視。否則會(huì)出現(xiàn)錯(cuò)誤。例4.化簡(jiǎn): 解:原式=|x-6|-|1+2x|+|x+5|令x-6=0,得x=6,令1+2x=0,得 ,令x+5=0,得x=-5.這樣x=6, ,x=-5,把數(shù)軸分成四段(四個(gè)區(qū)間)在這五段里分別討論如下:當(dāng)x≥6時(shí),原式=(x-6)-(1+2x)+(x+5)=-2.當(dāng) 時(shí),原式=-(x-6)-(1+2x)+(x+5)=-2x+10.當(dāng) 時(shí),原式=-(x-6)-[-(1+2x)]+(x+5)=2x+12.當(dāng)x<-5時(shí),原式=-(x-6)+(1+2x)-(x+5)=2.說(shuō)明:利用公式 ,如果絕對(duì)值符號(hào)里面的代數(shù)式的值的符號(hào)無(wú)法決定,則需要討論。方法是:令每一個(gè)絕對(duì)值內(nèi)的代數(shù)式為零,求出對(duì)應(yīng)的“零點(diǎn)”,再用這些“零點(diǎn)”把數(shù)軸分成若干個(gè)區(qū)間,再在每個(gè)區(qū)間內(nèi)進(jìn)行化簡(jiǎn)。
探究點(diǎn)二:列分式方程某工廠(chǎng)生產(chǎn)一種零件,計(jì)劃在20天內(nèi)完成,若每天多生產(chǎn)4個(gè),則15天完成且還多生產(chǎn)10個(gè).設(shè)原計(jì)劃每天生產(chǎn)x個(gè),根據(jù)題意可列分式方程為()A.20x+10x+4=15 B.20x-10x+4=15C.20x+10x-4=15 D.20x-10x-4=15解析:設(shè)原計(jì)劃每天生產(chǎn)x個(gè),則實(shí)際每天生產(chǎn)(x+4)個(gè),根據(jù)題意可得等量關(guān)系:(原計(jì)劃20天生產(chǎn)的零件個(gè)數(shù)+10個(gè))÷實(shí)際每天生產(chǎn)的零件個(gè)數(shù)=15天,根據(jù)等量關(guān)系列出方程即可.設(shè)原計(jì)劃每天生產(chǎn)x個(gè),則實(shí)際每天生產(chǎn)(x+4)個(gè),根據(jù)題意得20x+10x+4=15.故選A.方法總結(jié):此題主要考查了由實(shí)際問(wèn)題抽象出分式方程,關(guān)鍵是正確理解題意,找出題目中的等量關(guān)系,列出方程.三、板書(shū)設(shè)計(jì)1.分式方程的概念2.列分式方程本課時(shí)的教學(xué)以學(xué)生自主探究為主,通過(guò)參與學(xué)習(xí)的過(guò)程,讓學(xué)生感受知識(shí)的形成與應(yīng)用的價(jià)值,增強(qiáng)學(xué)習(xí)的自覺(jué)性,體驗(yàn)類(lèi)比學(xué)習(xí)思想的重要性,然后結(jié)合生活實(shí)際,發(fā)現(xiàn)數(shù)學(xué)知識(shí)在生活中的廣泛應(yīng)用,感受數(shù)學(xué)之美.
安裝及運(yùn)輸費(fèi)用為600x+800(12-x),根據(jù)題意得4000x+3000(12-x)≤40000,600x+800(12-x)≤9200.解得2≤x≤4,由于x取整數(shù),所以x=2,3,4.答:有三種方案:①購(gòu)買(mǎi)甲種設(shè)備2臺(tái),乙種設(shè)備10臺(tái);②購(gòu)買(mǎi)甲種設(shè)備3臺(tái),乙種設(shè)備9臺(tái);③購(gòu)買(mǎi)甲種設(shè)備4臺(tái),乙種設(shè)備8臺(tái).方法總結(jié):列不等式組解應(yīng)用題時(shí),一般只設(shè)一個(gè)未知數(shù),找出兩個(gè)或兩個(gè)以上的不等關(guān)系,相應(yīng)地列出兩個(gè)或兩個(gè)以上的不等式組成不等式組求解.在實(shí)際問(wèn)題中,大部分情況下應(yīng)求整數(shù)解.三、板書(shū)設(shè)計(jì)1.一元一次不等式組的解法2.一元一次不等式組的實(shí)際應(yīng)用利用一元一次不等式組解應(yīng)用題關(guān)鍵是找出所有可能表達(dá)題意的不等關(guān)系,再根據(jù)各個(gè)不等關(guān)系列成相應(yīng)的不等式,組成不等式組.在教學(xué)時(shí)要讓學(xué)生養(yǎng)成檢驗(yàn)的習(xí)慣,感受運(yùn)用數(shù)學(xué)知識(shí)解決問(wèn)題的過(guò)程,提高實(shí)際操作能力.
(3)分別在射線(xiàn)OA,OB,OC,OD上取點(diǎn)A′、B′、C′、D′,使得 ;(4)順次連接A ′B′、B′C′、C′D′、D′A′,得到所要畫(huà)的四邊形A′B′C′D′,如圖2.問(wèn):此題目還可以 如何畫(huà)出圖形?作法二 :(1)在四邊形ABCD外任取一點(diǎn) O;(2)過(guò)點(diǎn)O分別作射線(xiàn)OA, OB, OC,OD;(3)分別在射線(xiàn)OA, OB, OC, OD的反向延長(zhǎng)線(xiàn)上取點(diǎn)A′、B′、C′、D′,使得 ;(4)順次連接A ′B′、B′ C′、C′D′、D′A′,得到所 要畫(huà)的四邊形A′B′C′D′,如圖3. 作法三:(1)在四邊形ABCD內(nèi)任取一點(diǎn)O;(2)過(guò)點(diǎn)O分別作 射線(xiàn)OA,OB,OC,OD;(3)分別在射線(xiàn)OA,OB,OC,OD上取點(diǎn)A′、B′、C′、D′,使得 ;(4)順次連接A′B′、B′C ′、C′D′、D′A′,得到所要畫(huà)的四邊形A′B′C′D′,如圖4.(當(dāng)點(diǎn)O在四邊形ABCD的一條邊上或在四邊形ABCD的一個(gè)頂點(diǎn)上時(shí),作法略——可以讓學(xué)生自己完成)三、課堂練習(xí) 活動(dòng)3 教材習(xí)題小結(jié):談?wù)勀氵@節(jié)課學(xué)習(xí)的收獲.
方法總結(jié):(1)利用列表法估算一元二次方程根的取值范圍的步驟是:首先列表,利用未知數(shù)的取值,根據(jù)一元二次方程的一般形式ax2+bx+c=0(a,b,c為常數(shù),a≠0)分別計(jì)算ax2+bx+c的值,在表中找到使ax2+bx+c可能等于0的未知數(shù)的大致取值范圍,然后再進(jìn)一步在這個(gè)范圍內(nèi)取值,逐步縮小范圍,直到所要求的精確度為止.(2)在估計(jì)一元二次方程根的取值范圍時(shí),當(dāng)ax2+bx+c(a≠0)的值由正變負(fù)或由負(fù)變正時(shí),x的取值范圍很重要,因?yàn)橹挥性谶@個(gè)范圍內(nèi),才能存在使ax2+bx+c=0成立的x的值,即方程的根.三、板書(shū)設(shè)計(jì)一元二次方程的解的估算,采用“夾逼法”:(1)先根據(jù)實(shí)際問(wèn)題確定其解的大致范圍;(2)再通過(guò)列表,具體計(jì)算,進(jìn)行兩邊“夾逼”,逐步獲得其近似解.“估算”在求解實(shí)際生活中一些較為復(fù)雜的方程時(shí)應(yīng)用廣泛.在本節(jié)課中讓學(xué)生體會(huì)用“夾逼”的思想解決一元二次方程的解或近似解的方法.教學(xué)設(shè)計(jì)上,強(qiáng)調(diào)自主學(xué)習(xí),注重合作交流,在探究過(guò)程中獲得數(shù)學(xué)活動(dòng)的經(jīng)驗(yàn),提高探究、發(fā)現(xiàn)和創(chuàng)新的能力.
①分別連接OA,OB,OC,OD,OE;②分別在AO,BO,CO,DO,OE上截取OA′,OB′,OC′,OD′,OE′,使OA′OA=OB′OB=OC′OC=OD′OD=OE′OE=13;③順次連接A′B′,B′C′,C′D′,D′E′,E′A′.五邊形A′B′C′D′E′就是所求作的五邊形;(3)畫(huà)法如下:①分別連接AO,BO,CO,DO,EO,F(xiàn)O并延長(zhǎng);②分別在AO,BO,CO,DO,EO,F(xiàn)O的延長(zhǎng)線(xiàn)上截取OA′,OB′,OC′,OD′,OE′,OF′,使OA′OA=OB′OB=OC′OC=OD′OD=OE′OE=OF′OF=12;③順次連接A′B′,B′C′,C′D′,D′E′,E′F′,F(xiàn)′A′.六邊形A′B′C′D′E′F′就是所求作的六邊形.方法總結(jié):(1)畫(huà)位似圖形時(shí),要注意相似比,即分清楚是已知原圖與新圖的相似比,還是新圖與原圖的相似比.(2)畫(huà)位似圖形的關(guān)鍵是畫(huà)出圖形中頂點(diǎn)的對(duì)應(yīng)點(diǎn).畫(huà)圖的方法大致有兩種:一是每對(duì)對(duì)應(yīng)點(diǎn)都在位似中心的同側(cè);二是每對(duì)對(duì)應(yīng)點(diǎn)都在位似中心的兩側(cè).(3)若沒(méi)有指定位似中心的位置,則畫(huà)圖時(shí)位似中心的取法有多種,對(duì)畫(huà)圖而言,以多邊形的一個(gè)頂點(diǎn)為位似中心時(shí),畫(huà)圖最簡(jiǎn)便.三、板書(shū)設(shè)計(jì)
(1)x可能小于0嗎?說(shuō)說(shuō)你的理由;_____________________________.(2)x可能大于4嗎?可能大于2.5嗎?為什么?(3)完成下表x 0 0.5 1 1.5 2 2.52x2-13x+11 (4)你知道地毯花邊的寬x(m)是多少嗎?還有其他求解方法嗎?與同伴交流。探索2:梯子底端滑動(dòng)的距離x(m)滿(mǎn)足方程(x+6)2+72=102,也就是x2+12x―15=0(1)你能猜出滑動(dòng)距離x(m)的大致范圍嗎?(2)x的整數(shù)部分是_____?十分位是_______?x 0 x2+12x-15 所以 ___<x<___進(jìn)一步計(jì)算x x2+12x-15 所以 ___<x<___因此x 的整數(shù)部分是___,十分位是___.三、當(dāng)堂訓(xùn)練:完成課本34頁(yè)隨堂練習(xí)四、學(xué)習(xí)體會(huì):五、課后作業(yè)
首先列表,利用未知數(shù)的取值,根據(jù)一元二次方程的一般形式ax2+bx+c=0(a,b,c為常數(shù),a≠0)分別計(jì)算ax2+bx+c的值,在表中找到使ax2+bx+c可能等于0的未知數(shù)的大致取值范圍,然后再進(jìn)一步在這個(gè)范圍內(nèi)取值,逐步縮小范圍,直到所要求的精確度為止.(2)在估計(jì)一元二次方程根的取值范圍時(shí),當(dāng)ax2+bx+c(a≠0)的值由正變負(fù)或由負(fù)變正時(shí),x的取值范圍很重要,因?yàn)橹挥性谶@個(gè)范圍內(nèi),才能存在使ax2+bx+c=0成立的x的值,即方程的根.三、板書(shū)設(shè)計(jì)一元二次方程的解的估算,采用“夾逼法”:(1)先根據(jù)實(shí)際問(wèn)題確定其解的大致范圍;(2)再通過(guò)列表,具體計(jì)算,進(jìn)行兩邊“夾逼”,逐步獲得其近似解.“估算”在求解實(shí)際生活中一些較為復(fù)雜的方程時(shí)應(yīng)用廣泛.在本節(jié)課中讓學(xué)生體會(huì)用“夾逼”的思想解決一元二次方程的解或近似解的方法.教學(xué)設(shè)計(jì)上,強(qiáng)調(diào)自主學(xué)習(xí),注重合作交流,在探究過(guò)程中獲得數(shù)學(xué)活動(dòng)的經(jīng)驗(yàn),提高探究、發(fā)現(xiàn)和創(chuàng)新的能力.
1.了解扇形的概念,理解n°的圓心角所對(duì)的弧長(zhǎng)和扇形面積的計(jì)算公式并熟練掌握它們的應(yīng)用;(重點(diǎn))2.通過(guò)復(fù)習(xí)圓的周長(zhǎng)、圓的面積公式,探索n°的圓心角所對(duì)的弧長(zhǎng)l=nπR180和扇形面積S扇=nπR2360的計(jì)算公式,并應(yīng)用這些公式解決一些問(wèn)題.(難點(diǎn))一、情境導(dǎo)入如圖是圓弧形狀的鐵軌示意圖,其中鐵軌的半徑為100米,圓心角為90°.你能求出這段鐵軌的長(zhǎng)度嗎(π 取3.14)?我們?nèi)菀卓闯鲞@段鐵軌是圓周長(zhǎng)的14,所以鐵軌的長(zhǎng)度l≈2×3.14×1004=157(米). 如果圓心角是任意的角度,如何計(jì)算它所對(duì)的弧長(zhǎng)呢?二、合作探究探究點(diǎn)一:弧長(zhǎng)公式【類(lèi)型一】 求弧長(zhǎng)如圖,某廠(chǎng)生產(chǎn)橫截面直徑為7cm的圓柱形罐頭盒,需將“蘑菇罐頭”字樣貼在罐頭側(cè)面.為了獲得較佳視覺(jué)效果,字樣在罐頭盒側(cè)面所形成的弧的度數(shù)為90°,則“蘑菇罐頭”字樣的長(zhǎng)度為()
解析:(1)連接BI,根據(jù)I是△ABC的內(nèi)心,得出∠1=∠2,∠3=∠4,再根據(jù)∠BIE=∠1+∠3,∠IBE=∠5+∠4,而∠5=∠1=∠2,得出∠BIE=∠IBE,即可證出IE=BE;(2)由三角形的內(nèi)心,得到角平分線(xiàn),根據(jù)等腰三角形的性質(zhì)得到邊相等,由等量代換得到四條邊都相等,推出四邊形是菱形.解:(1)BE=IE.理由如下:如圖①,連接BI,∵I是△ABC的內(nèi)心,∴∠1=∠2,∠3=∠4.∵∠BIE=∠1+∠3,∠IBE=∠5+∠4,而∠5=∠1=∠2,∴∠BIE=∠IBE,∴BE=IE;(2)四邊形BECI是菱形.證明如下:∵∠BED=∠CED=60°,∴∠ABC=∠ACB=60°,∴BE=CE.∵I是△ABC的內(nèi)心,∴∠4=12∠ABC=30°,∠ICD=12∠ACB=30°,∴∠4=∠ICD,∴BI=IC.由(1)證得IE=BE,∴BE=CE=BI=IC,∴四邊形BECI是菱形.方法總結(jié):解決本題要掌握三角形的內(nèi)心的性質(zhì),以及圓周角定理.
解析:(1)由切線(xiàn)的性質(zhì)得AB⊥BF,因?yàn)镃D⊥AB,所以CD∥BF,由平行線(xiàn)的性質(zhì)得∠ADC=∠F,由圓周角定理的推論得∠ABC=∠ADC,于是證得∠ABC=∠F;(2)連接BD.由直徑所對(duì)的圓周角是直角得∠ADB=90°,因?yàn)椤螦BF=90°,然后運(yùn)用解直角三角形解答.(1)證明:∵BF為⊙O的切線(xiàn),∴AB⊥BF.∵CD⊥AB,∴∠ABF=∠AHD=90°,∴CD∥BF.∴∠ADC=∠F.又∵∠ABC=∠ADC,∴∠ABC=∠F;(2)解:連接BD,∵AB為⊙O的直徑,∴∠ADB=90°,∴∠A+∠ABD=90°.由(1)可知∠ABF=90°,∴∠ABD+∠DBF=90°,∴∠A=∠DBF.又∵∠A=∠C,∴∠C=∠DBF.在Rt△DBF中,sin∠DBF=sinC=35,DF=6,∴BF=10,∴BD=8.在Rt△ABD中,sinA=sinC=35,BD=8,∴AB=403.∴⊙O的半徑為203.方法總結(jié):運(yùn)用切線(xiàn)的性質(zhì)來(lái)進(jìn)行計(jì)算或論證,常通過(guò)作輔助線(xiàn)連接圓心和切點(diǎn),利用垂直構(gòu)造直角三角形解決有關(guān)問(wèn)題.
當(dāng)孩子們由父母陪同時(shí),他們才被允許進(jìn)入這個(gè)運(yùn)動(dòng)場(chǎng)。3.過(guò)去分詞(短語(yǔ))作狀語(yǔ)時(shí)的幾種特殊情況(1)過(guò)去分詞(短語(yǔ))在句中作時(shí)間、條件、原因、讓步狀語(yǔ)時(shí),相當(dāng)于對(duì)應(yīng)的時(shí)間、條件、原因及讓步狀語(yǔ)從句。Seen from the top of the mountain (=When it is seen from the top of the mountain), the whole town looks more beautiful.從山頂上看,整個(gè)城市看起來(lái)更美了。Given ten more minutes (=If we are given ten more minutes), we will finish the work perfectly.如果多給十分鐘,我們會(huì)完美地完成這項(xiàng)工作。Greatly touched by his words (=Because she was greatly touched by his words), she was full of tears.由于被他的話(huà)深深地感動(dòng),她滿(mǎn)眼淚花。Warned of the storm (=Though they were warned of the storm), the farmers were still working on the farm.盡管被警告了風(fēng)暴的到來(lái),但農(nóng)民們?nèi)栽谵r(nóng)場(chǎng)干活。(2)過(guò)去分詞(短語(yǔ))在句中作伴隨、方式等狀語(yǔ)時(shí),可改為句子的并列謂語(yǔ)或改為并列分句。The teacher came into the room, followed by two students (=and was followed by two students).后面跟著兩個(gè)學(xué)生,老師走進(jìn)了房間。He spent the whole afternoon, accompanied by his mom(=and was accompanied by his mom).他由母親陪著度過(guò)了一整個(gè)下午。
一、說(shuō)教材《At a Farm》是義務(wù)教育課程標(biāo)準(zhǔn)實(shí)驗(yàn)教科書(shū)英語(yǔ)(PEP)四年級(jí)下冊(cè)的內(nèi)容。本課要求在理解課文的基礎(chǔ)上掌握五個(gè)動(dòng)物的單詞“cat, rabbit, pig, duck, dog”和兩個(gè)句子“Are they ducks? No, they aren’t.”本節(jié)課是四年級(jí)下冊(cè)第六單元第三課時(shí)。本單元重點(diǎn)學(xué)習(xí)農(nóng)場(chǎng)上常見(jiàn)的牲畜和蔬菜名稱(chēng)以及包含名詞復(fù)數(shù)的一般疑問(wèn)句,而學(xué)生在學(xué)習(xí)了前兩課時(shí)之后,排除了句型上的困難,而且這五個(gè)單詞在以前的學(xué)習(xí)中也見(jiàn)到過(guò),所以要把單詞和句型的規(guī)范書(shū)寫(xiě)放在首位,打牢基礎(chǔ),還要培養(yǎng)學(xué)生在理解課文基礎(chǔ)上朗讀課文的能力。我確定了三個(gè)教學(xué)目標(biāo)。1、能夠聽(tīng)、說(shuō)、讀、寫(xiě)“cat, rabbit, duck, pig, dog”這五個(gè)動(dòng)物單詞以及句子“Are they ducks? No, they aren’t.”2、能夠理解并試唱Let’s chant部分的歌謠。3、能夠總結(jié)五個(gè)元音字母的發(fā)間規(guī)律。重點(diǎn):掌握五個(gè)動(dòng)物名詞以及句型的拼寫(xiě)。難點(diǎn):準(zhǔn)確朗讀課文和五個(gè)元音字母的發(fā)音規(guī)律。
二.多維活動(dòng)體現(xiàn)教師角色的變換 師生是教學(xué)中的兩個(gè)主體,教師是主導(dǎo),學(xué)生是主體。教師角色要適時(shí)變換,才能充分發(fā)揮學(xué)生的主體作用,課堂教學(xué)才會(huì)成為師生間共同參與的多維活動(dòng)。在本堂課的教學(xué)中,首先,教師是示范者,通過(guò)各種手段直觀呈現(xiàn)材料,“引發(fā)”學(xué)生思維,“啟動(dòng)”學(xué)生探索。在呈現(xiàn)新知前利用課件創(chuàng)設(shè)Field Trips情景,再通過(guò)與學(xué)生交談引出本課功能句型,并示范如何用英語(yǔ)去詢(xún)問(wèn)。其次,教師是啟發(fā)者,引導(dǎo)學(xué)生去發(fā)現(xiàn)去學(xué)習(xí)。在引出本課功能句型后,老師沒(méi)有急于告訴學(xué)生如何回答,而是引導(dǎo)學(xué)生,讓他們自己說(shuō)出完整的答句Yes,he/she is.或No, he /she isn't.。在任務(wù)進(jìn)行的過(guò)程中,學(xué)生既說(shuō)又唱,既演又想,手、腦、口、耳、眼、肢,體并用;靜態(tài)、動(dòng)態(tài)結(jié)合。在輕松、愉快的活動(dòng)中真正用感官和心靈去體驗(yàn)英語(yǔ)語(yǔ)言及其運(yùn)用。最后,在完成任務(wù)的過(guò)程中,教師還是助手和觀眾,引導(dǎo)和幫助學(xué)生順利地完成調(diào)查任務(wù),進(jìn)一步鞏固拓展所習(xí)得的語(yǔ)言。讓他們體會(huì)到成功的喜悅,從而樹(shù)立學(xué)好英語(yǔ)的信心。
一、說(shuō)教學(xué)思想我在本課教學(xué)設(shè)計(jì)中堅(jiān)持以人文科技教育為中心,以學(xué)生為主體;以興趣為支點(diǎn)、以交流為目的、以活動(dòng)任務(wù)為途徑的教學(xué)原則。通過(guò)最新的計(jì)算機(jī)多媒體等教學(xué)手段創(chuàng)造貼近生活的教學(xué)情境,并在課堂上大量地采用互動(dòng)式教學(xué)模式(包括人機(jī)互動(dòng)),使學(xué)生自然進(jìn)入英語(yǔ)世界;在教學(xué)過(guò)程中,綜合運(yùn)用情景教學(xué)、任務(wù)型教學(xué)、交際教學(xué)、整體語(yǔ)言教學(xué)等手段,全面培養(yǎng)學(xué)生的聽(tīng)、說(shuō)、讀、寫(xiě)等語(yǔ)言綜合運(yùn)用能力。在課內(nèi)、課外全面利用網(wǎng)絡(luò)技術(shù),如在線(xiàn)英語(yǔ)學(xué)習(xí)、博客(Blog)、魔燈(Moodle)、QQ群、論壇(BBS)等手段,做到英語(yǔ)與信息技術(shù)的完美整合。二、說(shuō)教材與教材處理本課采用的教材是是人教版小學(xué)英語(yǔ)(PEP)六年級(jí)上冊(cè),內(nèi)容為學(xué)生學(xué)完I Have a Pen Pal后的一節(jié)綜合實(shí)踐活動(dòng)(復(fù)習(xí))課。本單元教學(xué)重點(diǎn)為E-mail和英語(yǔ)書(shū)信的寫(xiě)法。通過(guò)該單元的學(xué)習(xí),學(xué)生基本了解一些英語(yǔ)書(shū)信書(shū)寫(xiě)的方法。但是學(xué)生還沒(méi)有利用計(jì)算機(jī)網(wǎng)絡(luò)去寫(xiě)英文E-mail(包括寫(xiě)E-mail內(nèi)容和寫(xiě)E-mail地址。)