Divide 1+y^3 by 1+y
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Factorizing the numerator using the identity x^3 + y^3
1 + y^3
= 1^3 + y^3
= (1+y)(1^2 + y^2 - y)
Diving it by (1 + y) gives the answer
1 + y^2 - y
1 + y^3
= 1^3 + y^3
= (1+y)(1^2 + y^2 - y)
Diving it by (1 + y) gives the answer
1 + y^2 - y
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