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时间:2021-04-18
《最新提公因式14ppt课件.ppt》由会员上传分享,免费在线阅读,更多相关内容在教育资源-天天文库。
1、提公因式14知识回顾1、单项式乘以多项式的基本形式。2、多项式除以单项式的运算法则。3、因式分解的概念。知识导入单项式乘以多项式运算的逆过程该怎样进行?知识探究3、提公因式的步骤:34x4-17x3-51x2解:原式=17x2×[(34x4-17x3-51x2)÷17x2]=17x2×(2x2-x-3)=17x2(2x2-x-3)步骤:第一步:确定多项式的公因式。第二步:将多项式除以它的公因式,从而得到多项式的另一个因式。课堂练习练2、把下列各式分解因式(1)8x-72(2)a2b-5ab(3)4m3-
2、6m2(4)a2b-5ab+9b知识探究4、注意事项:1)多项式的第一项系数是负数时,一般要先提负号,目的是使括号内第一项的系数是正,括号内的各项都要变号。2)多项式是几项,提公因式后剩余就是几项。当某一项与公因式相同时,提公因式后就是“1”,不可漏掉。3)公因式要提完、提净。即提出公因式后,剩余的另一个多项式不能再有公因式。4)公因式可以是数、单项式,也可以是多项式。课堂练习练3、把下列各式分解因式1)-a2+ab-ac2)6(m-n)3-12(n-m)23)24x2y-(4xy2+28x3y3)课堂
3、小结1、公因式的概念。2、提公因式的概念。3、提公因式的步骤。4、注意事项。谢谢2014.10.20新视野大学英语读写教程第三版B3U1SectionA课后练习答案Pre-readingactivitiesP21Ithinktherearemainlythreereasonsleadingtomostpeople'sfailuretoachievesuccessintheend.First,theydonothavethepassion.Allthesuccessfulpeoplelovetheirwo
4、rkandtheyhaveastrongpassionforit.Second,mostpeoplearenotclearaboutwhattheywant.Theydonotknowtheexactdestinationthattheywanttoreach,sotheyendupgoingnowhere.Finally,mostpeopledonotfocusonwhattheywant.Theyareonlyfocusingonandthinkingaboutwhattheydonnotwant,
5、butthesuccessfulpeoplethinkabouttheirdreamsandtheirgoalsandhowtheycanachievethemallthetime.2.Inmyopinion,thereareatleastthreestepsapartfromtheonesintroducedinthetalk.First,weshouldlearntoadoptsuitablestrategies,whicharecriticaltomakingyouractionefficient
6、andeffective.Second,weshouldrealizethesignificanceoflearning,whichcanprovideuswithsufficientknowledgeandskillsneededforachievingourgoals.Andfinally,weshouldcreateorfindopportunitiesratherthanwaitforopportunitiestofindus.ScriptIsitreallypossibletoachievea
7、nythingyouwantinyourlife?Theanswerisa“yes”.Aslongasyouarecommittedtoyourgoalsandyouarepassionateaboutyourdreams,youwilleventuallyaccomplishthem.ToAccomplishamazingresultsinyourlife,youhavetobe100percentcommittedandyoumustbewillingtosacrificeyourtimeandef
8、fort.Herearethreestepsthatyoumayfollowtomakeyourdreamscometrue.Step1---MapyourgoalsoutWritedownyourgoalsanddevelopadetailedblue-printofhowyouarenotgoingtoachievethem.Withoutgoals,youarenotgoingtostayfocusedonthedirectionyo
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