2022年平方差公式与完全平方公式提高训练 .pdf
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2022年平方差公式与完全平方公式提高训练 .pdf
名师推荐精心整理学习必备教学过程提高训练一、选择1.若(xa)(xb)x2kxab,则 k 的值为()AabBabCabDba2.计算(2x3y)(4x26xy9y2)的正确结果是()A(2x3y)2B(2x3y)2C8x327y3D8x327y33.(x2px3)(xq)的乘积中不含 x2项,则()ApqBpqCpqD无法确定4.若 0 x1,那么代数式(1x)(2x)的值是()A一定为正B一定为负C一定为非负数D不能确定5.计算(a22)(a42a24)(a22)(a42a24)的正确结果是()A2(a22)B2(a22)C2a3D2a66.方程(x4)(x5)x220的解是()Ax0 Bx4 Cx5 Dx40 7.若 2x25x1a(x1)2b(x1)c,那么 a,b,c应为()Aa2,b2,c1 Ba2,b2,c1 Ca2,b1,c2 Da2,b1,c2 1.(x33x24x1)(x22x3)的展开式中,x4的系数是 _ 2.若(xa)(x2)x25xb,则 a_,b_3.若 a2a12,则(5a)(6a)_ 4.当 k_时,多项式 x1 与 2kx的乘积不含一次项5.若(x2ax8)(x23xb)的乘积中不含 x2和 x3项,则 a_,b_1、若(x2axb)(2x23x1)的积中,x3的系数为 5,x2的系数为 6,求 a,b名师推荐精心整理学习必备二、计算(1)(21ab232c)2;(2)(x3y2)(x3y2);(3)(a 2b 3c 1)(a 2b 3c 1);(4)(s 2t)(s 2t)(s 2t)2;(4)(5)(t3)2(t3)2(t 29)2例 1、完全平方式1、若kxx22是完全平方式,则k=2、.若 x27xy+M 是一个完全平方式,那么M 是3、如果 4a2Nab81b2是一个完全平方式,则N=4、如果224925ykxyx是一个完全平方式,那么k=例 2、配方思想1、若 a2+b22a+2b+2=0,则 a2004+b2005=_.2、已知0136422yxyx,求yx=_.3、已知222450 xyxy,求21(1)2xxy=_.4、已知 x、y 满足 x2十 y2十452x 十 y,求代数式yxxy=_.5已知014642222zyxzyx,则zyx=文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10名师推荐精心整理学习必备例 3、完全平方公式的变形技巧1、已知2()16,4,abab求223ab与2()ab的值。2、已知 2ab5,ab23,求 4a2b21 的值3、已知16xx,求221xx,441xx4、0132xx,求(1)221xx(2)441xx提高练习A 组:1已知2()16,4,abab求223ab与2()ab的值。2已知()5,3abab求2()ab与223()ab的值。文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10名师推荐精心整理学习必备3已知6,4abab求ab与22ab的值。4已知224,4abab求22a b与2()ab的值。B 组:5已知6,4abab,求22223a ba bab的值。6 已知222450 xyxy,求21(1)2xxy的值。7已知16xx,求221xx的值。8试说明不论x,y 取何值,代数式226415xyxy的值总是正数。文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 ZZ1H1J4G1Q10文档编码:CH9J8Q2B1V1 HM5E10S6I7A4 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