Question

Use algebraic techniques to rewrite g(x)= (-7x^4+6x^8)/(x^3)

Answer 1

To solve this problem you must apply the proccedure shown below:

1. You have the following function given in the problem above:
`g(x)= ((-7x^4+6x^8))/(x^3)`

2. You can factor out the common term
`x^(3)` and simplify the function by using the properties of exponents, as following:

`g(x)= (x^(3) (-7x+6x^5))/(x^3) \\ g(x)=-7x+6x^(5)`

Therefore, the answer is:
`g(x)=-7x+6x^(5)`