Question

Simplify the expression. w5(w2)–4

Answer 1

`(1)/(w^(3) )`

Answer 2

Hello there!

By simplifying this expression, we would first have to (find the roots which would be polynomial).

We would have to find the the polynomial root of
`\boxed{F(w) = w7-4}`

After resolving this, we would then have to find the leading coefficient and also the trailing constant.


`LC \Longrightarrow` = (1)
_________

`TC \Longrightarrow` = (1,2,4)

This would be the result of the simplification of this expression listed above.

Therefore, your correct answer would be
`\boxed{w^7-4}`

I hope this helps you!