[高分悬赏]100道初一十字相乘法练习题,十字相乘法练习题+答案

发布时间:2020-07-11 00:24:51

[高分悬赏]100道初一十字相乘法练习题,十字相乘法练习题+答案

网友回答

你看到字母后面有莫名其妙2的都是平方!是在网上找的。
  (1)2x2-5x-12; (2)3x2-5x-2;
  (3)6x2-13x+5; (4)7x2-19x-6;
  (5)12x2-13x+3; (6)4x2+24x+27.
  (1)6x2-13xy+6y2; (2)8x2y2+6xy-35;
  (3)18x2-21xy+5y2; (4)2(a+b) 2+(a+b)(a-b)-6(a-b) 2.
  (1)2x2+3x+1; (2)2y2+y-6;
  (3)6x2-13x+6; (4)3a2-7a-6;
  (5)6x2-11xy+3y2; (6)4m2+8mn+3n2;
  (7)10x2-21xy+2y2; (8)8m2-22mn+15n2.
  (1)4n2+4n-15; (2)6a2+a-35;
  (3)5x2-8x-13; (4)4x2+15x+9
  (5)15x2+x-2; (6)6y2+19y+10;
  (7)20-9y-20y2; (8)7(x-1) 2+4(x-1)(y+2)-20(y+2)
  1.x^2+2x-8
  2.x^2+3x-10
  3.x^2-x-20
  4.x^2+x-6
  5.2x^2+5x-3
  6.6x^2+4x-2
  7.x^2-2x-3
  8.x^2+6x+8
  9.x^2-x-12
  10.x^2-7x+10
  11.6x^2+x+2
  12.4x^2+4x-3

网友回答

1.用十字相乘法分解因式:
   (1)2x2-5x-12; (2)3x2-5x-2;
   (3)6x2-13x+5; (4)7x2-19x-6;
   (5)12x2-13x+3; (6)4x2+24x+27.
   2.把下列各式分解因式:
   (1)6x2-13xy+6y2; (2)8x2y2+6xy-35;
   (3)18x2-21xy+5y2; (4)2(a+b) 2+(a+b)(a-b)-6(a-b) 2.
   答案:
   1.(1)(x-4)(2x+3); (2)(x-2)(3x+1);
   (3)(2x-1)(3x-5); (4)(x-3)(7x+2);
   (5)(3x-1)(4x-3); (6)(2x+3)(2x+9).
   2.(1)(2x-3y)(3x-2y); (2)(2xy+5)(4xy-7);
   (3)(3x-y)(6x-5y); (4)(3a-b)(5b-a).
  另外,还有难度较大的双十字相乘法:
  ①4x2-4xy-3y2-4x+10y-3②x2-3xy-10y2+x+9y-2
  ③ab+b2+a-b-2④6x2-7xy-3y2-xz+7yz-2z2
  解①原式=(2x-3y+1)(2x+y-3)
  2x -3y 1
  2x y -3
  ②原式=(x-5y+2)(x+2y-1)
  x -5y 2
  x 2y -1
  ③原式=(b+1)(a+b-2)
  0 b 1
  a b -2
  ④原式=(2x-3y+z)(3x+y-2z)
  2x -3y z
  3x -y -2z
  另外还有一些题目,就不给你留答案了,不懂再问吧。
   (1)2x2-5x-12; (2)3x2-5x-2;
   (3)6x2-13x+5; (4)7x2-19x-6;
   (5)12x2-13x+3; (6)4x2+24x+27.
  (1)6x2-13xy+6y2; (2)8x2y2+6xy-35;
   (3)18x2-21xy+5y2; (4)2(a+b) 2+(a+b)(a-b)-6(a-b) 2.
  (1)2x2+3x+1; (2)2y2+y-6;
   (3)6x2-13x+6; (4)3a2-7a-6;
   (5)6x2-11xy+3y2; (6)4m2+8mn+3n2;
   (7)10x2-21xy+2y2; (8)8m2-22mn+15n2.
  (1)4n2+4n-15; (2)6a2+a-35;
   (3)5x2-8x-13; (4)4x2+15x+9
   (5)15x2+x-2; (6)6y2+19y+10;
   (7)20-9y-20y2; (8)7(x-1) 2+4(x-1)(y+2)-20(y+2)
以上问题属网友观点,不代表本站立场,仅供参考!