多项式乘以多项式教案.pdf
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1、名师精编优秀教案多项式乘以多项式教案高清华教学目标:知识与技能1、探索多项式与多项式相乘的乘法法则。2.能灵活地进行整式的乘法运算。过程与方法1、经历探索多项式与多项式相乘的乘法法则的过程,体会乘法分配律的作用以及“整体”和“转化”的数学思想;2、通过对乘法法则的探索,归纳与描述,发展有条理思考的能力和语言表达能力;情感、态度与价值观体验学习和把握数学问题的方法,树立学好数学的信心,培养学习数学的兴趣。教学重点:多项式的乘法法则及其应用。教学难点:探索多项式的乘法法则,灵活地进行整式的乘法运算。关键:多项式的乘法应先转化为单项式与多项式相乘进行运算,进一步转化为单项式的乘法,紧紧扣住这一线索。
2、教学方法:小组合作,自主学习教学过程:一、课前练习师:前面我们学习了整式的乘法,快速做一做,看看你掌握的怎样?名师精编优秀教案计算:2232)1(xyx)1(2)2(xxxxx24)3(xxx9)1944)(4(2生:交流答案师:同学们看这道题怎样做?)()5(bnam(多媒体展示)他和我们以前所学的有何不同?生:现在是多项式乘多项式师:那多项式乘多项式如何去计算呢?这节课我们一起来探究吧!二、学习目标(多媒体)师:看到这个课题你想学习哪些知识呢?生:交流师:(多媒体呈现)1、探究并了解多项式与多项式相乘的法则2、熟练的运用法则进行运算三、探求新知问题助学一:动手做一做:利用如下的长方形卡片拼
3、成更大的长方形(多媒体)(学生活动)小组内展评作品,推选出最优秀的同学的作品给全班学生展示。m a m b b n 文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2
4、I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X
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8、7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4
9、M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3名师精编优秀教案你能用不同的方法表示此长方形的面积吗?生 1:(m+n)(a+b)生 2:ma+mb+na+nb 生 3:(m+n)a+(m+n)b
10、(m+n)(a+b)=(m+n)a+(m+n)b=ma+mb+na+nb 问题助学二:(多媒体)1、你能试着说说(m+b)(n+a)=m(n+a)+b(n+a)怎么来的吗?2、进一步完成 m(n+a)+b(n+a)的计算,并说说你的依据引导学生把其中一个因式ab 看作一个整体,再利用乘法分配律来理解mn 与 ab 相乘的结果,从而导出多项式与多项式相乘的法则。四、诊断指导归纳、小结多项式乘法法则(1)文字叙述:多项式与多项式相乘,先用一个多项式的每一项分别乘以另一个多项式的每一项,再把所得的积相加(2)用字母表示法则的形成是本节课的重点之一。在学生归纳法则的过程中,结合学生讨论的情况,播放法则
11、的形成动画,并在此过程中进行启发讲解,让学生明白两个“每一项”的含义。五、点拨提升第一关:(1)(1-x)(0.6-x)(2)(2x+y)(x-y)n m a b 文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T5C3 HQ4M10Y1Q6C1 ZR3F4U2I1L3文档编码:CZ7X2D7T
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