单项式乘多项式深本教案.pdf
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1、名师精编优秀教案单项式与多项式相乘教学目标:1、在具体情景中,了解单项式乘多项式的意义。2、理解单项式与多项式的乘法法则,会进行单项式与多项式的乘法运算。重点:单项式与多项式的乘法运算。难点:体会利用乘法分配律将单项式与多项式相乘转知识点:1、公式:am.an=am+n(am)n=amn(ab)n=anbn 2、单项式乘多项式法则:单项式与多项式相乘,先将单项式分别乘多项式的各项,再把所得的积相加。方法归纳:1、单项式与多项式相乘,实质是利用分配律将其转化为单项式与单项式相乘。2、单项式与多项式相乘,结果是一个多项式,其项数与因式中多项式的项数相同。3、计算过程要注意符号,单项式乘多项式的每一
2、项时,要包括它前面的符号,同时还要注意单项式的符号。一、选择题1计算(-3x)(2x2-5x-1)的结果是()名师精编优秀教案A-6 x2-15x2-3x B-6x3+15x2+3x C-6x3+15x2 D-6x3+15x2-1 2下列各题计算正确的是()A(ab-1)(-4a b2)=-4a2b3-4ab2B(3x2+xy-y2)3x2=9x4+3x3y-y2C(-3a)(a2-2a+1)=-3a3+6a2D(-2x)(3x2-4x-2)=-6x3+8x2+4x 3如果一个三角形的底边长为2x2y+xy-y2,高为 6xy,则这个三角形的面积是()?A6x3y2+3x2y2-3 xy3 B
3、6x3y2+3xy-3x y3C6x3y2+3x2y2-y2 D6x3y+3x2y24计算 x(y-z)-y(z-x)+z(x-y),结果正确的是()A2xy-2yz B-2yz Cxy-2yz D2xy-xz 二、填空题5方程 2x(x-1)=12+x(2x-5)的解是 _6计算:-2ab(a2b+3ab2-1)=_7已知 a+2b=0,则式子 a3+2ab(a+b)+4b3的值是 _三、解答题8计算:(12x2y-2xy+y2)(-4xy)-ab2(3a2b-abc-1)文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8
4、V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3
5、文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8
6、V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3
7、文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8
8、V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3
9、文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8
10、V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3名师精编优秀教案(3an+2b-2 anbn-1+3bn)5anbn+3(n 为正整数,n1)-4x2(12xy-y2)-3x (xy2-2x2y)9化简求值:-ab(a2b5-ab3-b),其中 ab2=-2。四、探究题10请先阅读下列解题过程,再仿做下面的题已知 x2+x-1=0,求 x3+2x2+3 的值解:x3+2x2+3=x3+x2-x+x2+x+3=x(x2+x-1)+x2+x-1+4=0+0+4=4 如果 1+x+x2+x3=0,求 x+x2+x3+x4+x5+
11、x6+x7+x8的值文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8P9K8G7 HK8V4O4J9J3 ZB7M2Z6N4G3文档编码:CK5J8
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