Question

enter the correct answer in the box. what is the factored form of this expression? (x^2 + 17x + 60) substitute numerical values into the expression for (p) and (q). ((x + p)(x + q))

Explanation:

Step1: Find p and q: sum=17, product=60

We need two numbers that add to 17 and multiply to 60. These numbers are 12 and 5, since $12+5=17$ and $12\times5=60$.

Step2: Substitute into factored form

Replace $p$ and $q$ with 12 and 5 in $(x+p)(x+q)$.

Answer:

$(x+5)(x+12)$