The expression given is x^4*y + y^5.

To factor this expression completely, we first look for the greatest common factor (GCF) in both terms. The GCF here is y.

So, we factor out y from both terms to get:

y*(x^4 + y^4)

This is the completely factored form of the given expression.

Question

The expression given is x^4*y + y^5.

To factor this expression completely, we first look for the greatest common factor (GCF) in both terms. The GCF here is y.

So, we factor out y from both terms to get:

y*(x^4 + y^4)

This is the completely factored form of the given expression.

Knowee AI · Accepted Answer

The expression given is x^4*y + y^5.

To factor this expression completely, we first look for the greatest common factor (GCF) in both terms. The GCF here is y.

So, we factor out y from both terms to get:

y*(x^4 + y^4)

This is the completely factored form of the given expression.

Factor the expression completely.x, to the power 4 , y, plus, y, to the power 5x 4 y+y 5