Question

I need the answer to this math problem

Answer 1

`3\sqrt[n]x^(10) y^(8)`

Explanation:

Answer 2

Answer:
`x^(3) y^(2) \sqrt[3]{xy^(2) }`

Explanation:

Step 1: Evaluate the powers

`z^(0)` equals 1.

Step 2:---

Any expression multiplied by one stays the same. So This -->
`\sqrt[3]{(x^(5)y^(4)1)^(2) }` becomes this --->
`\sqrt[3]{(x^(5)y^(4))^(2) }`

To raise a product to a power, raise each factor to that power.

So this --->
`\sqrt[3]{(x^(5)y^(4))^(2) }` becomes this
`\sqrt[3]{x^(10) y^(8) }`

Step 3: Simplify root

Then we simplify the radical.

`{x^(3)y^(2)\sqrt[3]{xy^(2) } \sqrt[3]`