Question

(n - 3)(4n - 1) / 4 - 3n - n²

Answer 1

`\frac{(n - 3)(4n - 1)}{4 - 3n - {n}^(2) } = - \frac{(n - 3)(4n - 1)}{ {n}^(2) + 3n - 4 } = - ((n - 3)(4n - 1))/((n - 1)(n + 4))`

Answer 2

The given expression can be simplified by applying the distributive property and combining like terms.

Step-by-step explanation:

Simplifying expressions involves performing various operations to make the expression more compact or to write it in a more standard form. The operations can include combining like terms, factoring, and applying the rules of exponents.

The given expression can be simplified by applying the distributive property and combining like terms. Let's break down the steps:

1. First, distribute the factors inside the parentheses.
2. Next, simplify the expression by multiplying.
3. Finally, combine like terms.

By following these steps, you can simplify the given expression.