Phân tích đa thức thành nhân tử: x^2 +y^2 -x^2 y^2 +xy -x -y
Giải thích
x2+y2-x2y2+xy-x-y=x2−x+y2−x2y2+xy−y
=xx−1+y21−x2+yx−1=xx−1+y2x−1x+1+yx−1=x−1x−y2x+1+y=x−1x−y2x−y2−y=x−1x1−y2−yy−1=x−1x1−y1+y+y1−y=x−11−yx+xy+y
x2+y2-x2y2+xy-x-y=x2−x+y2−x2y2+xy−y
=xx−1+y21−x2+yx−1=xx−1+y2x−1x+1+yx−1=x−1x−y2x+1+y=x−1x−y2x−y2−y=x−1x1−y2−yy−1=x−1x1−y1+y+y1−y=x−11−yx+xy+y