若(x+2y+2)2与根号2x+y-5互为相反数,求x+y的平方根
问题描述:
若(x+2y+2)2与根号2x+y-5互为相反数,求x+y的平方根
答
(x+2y+2)²+√(2x+y-5)=0 且有:(x+2y+2)²≥0,√(2x+y-5)≥0所以有:(x+2y+2)²=0 即:x+2y+2=0 .1√(2x+y-5)=0即:2x+y-5=0.21、2两式相加得:3x+3y-3=0 得:x+y=1可得x+y的平方根为±1...