题目内容
计算:(x-y)(x+y+| y2 | x-y |
分析:本题可将(x-y),(x+y)看作一个整体简便计算.
平方差公式:(x-y)(x+y)=x2-y2.
平方差公式:(x-y)(x+y)=x2-y2.
解答:解:(x-y)(x+y+
)
=(x-y)(x+y)+(x-y)
=x2-y2+y2
=x2.
故答案为x2.
| y2 |
| x-y |
=(x-y)(x+y)+(x-y)
| y2 |
| x-y |
=x2-y2+y2
=x2.
故答案为x2.
点评:灵活掌握多项式乘以多项式的法则,注意不要漏项,漏字母,有同类项的合并同类项.
练习册系列答案
相关题目