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Write as a product:y raised to the 3 - y raised to the 5

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We will have the following:


y^3-y^5=y^3(1-y^2)

***Explanation***

In order to solve we factor the common values.

We can see that the smallest exponent is 3 and if we subtract y^3 from both values we will have that


y^3-y^5=y^3\cdot1-y^3\cdot y^2

So, we can see that they share the same common value, thus:


y^3(1-y^2)

We also must remember that:


y^a\cdot y^b=y^(a+b)

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