单项式的乘法同步练习
基础训练
1.(1)2x5·5x2=_________; (2)2ab2·a3=________;
(3)x2y3·xyz=_________; (4)3x2y(-4xy2)·(x3)2=_________.
2.下面的计算对不对?如果不对,应怎样改正?
(1)3a2·4a3=7a5; (2)2x3·3x4=5x12; (3)3m2·(-5m2)=-15m2.
3.已知-a2b·mab2=-3a3b3,则m等于( )
A. B.6 C.- D.-6
4.单项式4x5y与2x2(-y)3z的积是( )
A.8x10y3z B.8x7(-y)4z C.-8x7y4z D.-8x10y3z
5.化简x-(x-1)的结果是( )
A.x+ B.x- C.x-1 D.x+1
6.计算-4a(2a2+3a-1)的结果是( )
A.-8a3+12a2-4a B.-8a3-12a2+1 C.-8a3-12a2+4a D.8a3+12a2+4a
7.计算:3a(2a-5)+2a(1-3a).
8.先化简,再求值:5x(x2-2x+4)-x2(5x-2)+(-4x)(2-2x),其中x=-.
提高训练
9.计算:0.125(a2+b2)3(a-b)2·16(-a2-b2)3(b-a)3.
10.N是一个单项式,且N·(-2x2y)=-3ax2y2,则N等于( )
A.ay B.-3ay C.-xy D.axy
11.已知ab2=-6,求-ab(a2b5-ab3-b)的值.
应用拓展
12.填空:x2y·( )=2x3y-x2y2.
13.如图:计算下面各个图形的表面积与体积.
(1) (2)
答案:
1.(1)10x7 (2)a4b2 (3)x3y4z (4)-12x9y3
2.(1)×,12a5 (2)×,6x7 (3)×,-15m4
3.B 4.C 5.A 6.C 7.-13a 8.12x,-5
9.2(a2+b2)6(a-b)5 10.A 11.246 12.4x-2y
13.(1)S表=22x2-24x,V=6x3-8x2
(2)S表=64x2+10x,V=2x3+5x2