Question

Find the missing factor

Answer 1

Answer:

$(x^4y^5)(x^2y^4)$

Step-by-step explanation:

Keep these things in mind:

$x^3\times x^3=x^{3+3}=x^6\\\\(x^3)^3=x^{3\times3}=x^9$

Using those, simplify the left side of this equation:

$(x^2y^3)^3\\x^6y^9$

Now we know what the exponents need to become, so we can find the difference between those and what we have on the right:

$6-4=2\\9-5=4$

We need to add a 2 to the x, and add a 4 to the y.

$(x^4y^5)(x^2y^4)$