1. First, factor out the greatest common factor (GCF) from the quadratic expression .
- The coefficients of the terms , , and are , , and respectively. The GCF of , , and is .
- So, we can rewrite the expression as .
2. Then, factor the quadratic expression inside the parentheses .
- For a quadratic expression of the form (in our case, , , ), we need to find two numbers that multiply to (which is ) and add up to (which is ).
- The two numbers are and since and .
- We can rewrite the middle - term
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