Question

Simplify (5y^6u^-7)*(5u^9v^-6)*(3v^5y)

Answer 1

Greetings!

Simplify the following expression:

`(5y^6u^(-7))(5u^9v^(-6))(3v^5y)`

First, multiply the terms

`=(5y^6u^(-7))(5u^9v^(-6))(3v^5y)`


`=(25y^6u^(2)v^(-6))(3v^5y)`


`=(75y^7u^(2)v^(-1))`

Rearrange the negative exponent:

`=(75y^7u^(2)v^(-1))`


`= (75y^7u^(2))/(v)`

Rearrange to follow the correct form:

`= (75u^(2)y^7)/(v)`

This is the most you can simplify this expression:

`\boxed{=(75u^(2)y^7)/(v) }`

I hope this helped!
-Benjamin