如果x2+xy=2,xy+y2=1,则x2+2xy+y2的值是()A.0B.1C.2D.3-数学

题目简介

如果x2+xy=2,xy+y2=1,则x2+2xy+y2的值是()A.0B.1C.2D.3-数学

题目详情

如果x2+xy=2,xy+y2=1,则x2+2xy+y2的值是(  )
A.0B.1C.2D.3
题型:单选题难度:偏易来源:不详

答案

∵x2+2xy+y2=x2+xy+xy+y2,
而x2+xy=2,xy+y2=1,
∴x2+2xy+y2
=x2+xy+xy+y2
=2+1
=3.
故选D.

更多内容推荐