3 Multiple Choice 3 points Factor out the GCF from the following. 5x^2+20x-15 3(x^2+4x+5) 5(x+3)(x-1) x(5x+20-3) 5(x^2+4x-3)

Question

Answer 1

To factor out the greatest common factor (GCF) from the given expression

, let's follow these steps:---### Step 1: Identify the GCFThe terms in the expression are:

The coefficients are

and

. The GCF of these coefficients is **5**. Additionally, all terms involve powers of

, but not all terms have

as a factor (e.g.,

does not include

). Therefore, the GCF is **5**.---### Step 2: Factor out the GCFDivide each term by

:

---### Step 3: Verify the Factored FormDistribute

back to ensure correctness:

This matches the original expression.---### Final Answer:The correct factored form is:

Thus, the correct choice is:

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