来自刘南的问题
若|x+y-5|+(xy-3)2=0,则x2+y2的值为()A.19B.31C.27D.23
若|x+y-5|+(xy-3)2=0,则x2+y2的值为()
A.19
B.31
C.27
D.23
1回答
2020-11-04 16:17
若|x+y-5|+(xy-3)2=0,则x2+y2的值为()A.19B.31C.27D.23
若|x+y-5|+(xy-3)2=0,则x2+y2的值为()
A.19
B.31
C.27
D.23
根据题意得,x+y-5=0,xy-3=0,
∴x+y=5,xy=3,
∵(x+y)2=x2+2xy+y2=25,
∴x2+y2=25-2×3=25-6=19.
故选A.