问题 解答题
计算:
(1)-x4y5z5÷
1
6
xy4z3×(-
1
2
xyz2)2

(2)[x(x2y2-xy)-y(x2-x3y)]÷3x2y;
(3)解不等式:(1-3y)2+(2y-1)2>13(y-1)(y+1);
(4)在x2+px+8与x2-3x+q的积中不含x3与x项,求p、q的值?
答案

(1)原式=-x4y5z5

6
xy4z3
•(-
1
2
xyz22=-
3
2
x5y3z6

(2)原式=[x2y(xy-1)-x2y(1-xy)]•

1
3x2y

=x2y(2xy-2)•

1
3x2y

=

2
3
xy-
2
3

(3)化简得:-10y>-15,

y<

3
2

(4)(x2+px+8)(x2-3x+q),

=x4+(-3+p)x3+(17-3p)x2+(pq-24)x+8q,

因为不含x3与x项,

所以-3+p=0,pq-24=0,

解得:p=3,q=8.

问答题 简答题
问答题