Question

(x+y-xy)×(1-xy) find each the following product
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Answer 1

Answer

Answer(x

Answer(x 2

Answer(x 2 +xy+y

Answer(x 2 +xy+y 2

Answer(x 2 +xy+y 2 )×(x−y)

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3 ⇒ x

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3 ⇒ x 3

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3 ⇒ x 3 −y

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3 ⇒ x 3 −y 3

Answer(x 2 +xy+y 2 )×(x−y)⇒ x(x 2 +xy+y 2 )−y(x 2 +xy+y 2 )⇒ x 3 +x 2 y+xy 2 −x 2 y−xy 2 −y 3 ⇒ x 3 −y 3

Answer 2

Answer:

x^2y^2-x^2y-xy^2+x+y-xy